# 1496254 (100%) import math a = float(input()) b = float(input()) c = float(input()) y = math.degrees(math.acos(0.5*((a-b)+(a-c))/(math.sqrt((a-b)**2 + (a-c)*(b-c))))) x = int(360 - y) print(x) |
# 1496240 (100%) import math a = int(input()) b = int(input()) c = int(input()) p = (1/2)*((a - b) + (a - c)) q = math.sqrt(((a - b)**2) + (a - c)*(b - c)) r = p/q r = math.degrees(math.acos(r)) x = int(360 - r) print(x) |
# 1496359 (100%) import math a = int(input()) b = int(input()) c = int(input()) theta = math.degrees(math.acos((0.5*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c)))) x = int((360-theta)) print(x) |
# 1496393 (0%) import math a=float(input()) b=float(input()) c=float(input()) d= math.acos((1/2)*((a-b)+(a-c))/math.sqrt(((a-b)**2+((a-c)*(a-b))))) x= int(360-math.degrees(d)) print(x) | # 1496458 (100%) import math a=float(input()) b=float(input()) c=float(input()) d= math.acos((1/2)*((a-b)+(a-c))/math.sqrt(((a-b)**2+((a-c)*(b-c))))) x= int(360-math.degrees(d)) print(x) |
# 1496279 (0%) import math a=float(input()) b=float(input()) c=float(input()) theta=math.acos(((1/2)*(2*a-b-c))/(((a-b)**2-(2*a-b-c))**(1/2))) x=360-math.degrees(theta) print(int(x)) | # 1496430 (0%) import math a=float(input()) b=float(input()) c=float(input()) theta=math.acos(((1/2)*(2*a-b-c))/(((a-b)**2-((a-b)*(a-c))**(1/2))) x=int(360-math.degrees(theta)) print(x) | # 1496473 (0%) import math a=float(input()) b=float(input()) c=float(input()) theta=math.acos(((1/2)*(2*a-b-c))/(((a-b)**2-((a-b)*(a-c)))**(1/2))) x=int(360-math.degrees(theta)) print(x) | # 1496506 (0%) import math a=float(input()) b=float(input()) c=float(input()) theta=math.acos(((1/2)*(2*a-b-c))/(((a-b)**2-((a-c)*(b-c)))**(1/2))) x=int(360-math.degrees(theta)) print(x) | # 1496782 (0%) import math a=float(input()) b=float(input()) c=float(input()) theta=math.acos((0.5*(2*a-b-c))/(((a-b)**2-((a-c)*(b-c)))**(1/2))) x=int(360-math.degrees(theta)) print(x) | # 1496877 (0%) import math a=float(input()) b=float(input()) c=float(input()) theta=math.acos((0.5*(2*a-b-c))/(((a-b)**2-((a-c)*(b-c)))**(1/2))) x=int(360-math.degrees(theta)) print(x) | # 1496911 (100%) import math a= float(input()) b= float(input()) c= float(input()) x= math.acos((0.5*((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) x= int(360-math.degrees(x)) print(x) | # 1496932 (100%) import math a= float(input()) b= float(input()) c= float(input()) theta= math.acos((0.5*((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) x= int(360-math.degrees(theta)) print(x) |
# 1496104 (0%) import math a = float(input ()) b = float(input ()) c = float(input ()) y = (1/2((a-b)+(a-c)))/(((a-b)**2)+((a-c)*(b-c)))**(1/2) x = int(360 - y) | # 1496183 (0%) import math a = float(input ()) b = float(input ()) c = float(input ()) y = math.acos((1/2((a-b)+(a-c)))/(((a-b)**2)+((a-c)*(b-c)))**(1/2)) x = int(360 - math.degrees(y)) print(x) | # 1496291 (100%) import math a = float(input ()) b = float(input ()) c = float(input ()) y = math.acos((1/2*((a-b)+(a-c)))/(((a-b)**2)+((a-c)*(b-c)))**(1/2)) x = int(360 - math.degrees(y)) print(x) |
# 1496456 (100%) import math a = int(input()) b = int(input()) c = int(input()) m = math.degrees(math.acos((0.5*(2*a-b-c))/math.sqrt((a-b)**2+(a-c)*(b-c)))) x = int(360-m) print(x) |
# 1496461 (100%) import math a=float(input()) b=float(input()) c=float(input()) d=math.degrees(math.acos((0.5*(a-b)+0.5*(a-c))/((a-b)**2+(a-c)*(b-c))**0.5)) x=int(360-d) print(x) |
# 1496487 (0%) import math a = int(input()) b = int(input()) c = int(input()) s = (math.acos((0.5*((a-b)+(a-c)))/((a-b)**2+(a-c)*(b-c))**0.5)) print(360-math.degrees(s)) | # 1496536 (100%) import math a = int(input()) b = int(input()) c = int(input()) s = (math.acos((0.5*((a-b)+(a-c)))/((a-b)**2+(a-c)*(b-c))**0.5)) print(int(360-math.degrees(s))) |
# 1496731 (100%) import math a=float(input()) b=float(input()) c=float(input()) up =((a-b)+(a-c))/2 down =math.sqrt(((a-b)**2)+(a-c)*(b-c)) zata=math.acos(up/down) x=int(360-math.degrees(zata)) print(x) |
# 1496601 (100%) import math a=float(input()) b=float(input()) c=float(input()) zeta=math.acos((0.5*((2*a)-b-c))/((a-b)**2+((a-c)*(b-c)))**0.5) ongsa=math.degrees(zeta) x=int(360-ongsa) print(x) | # 1496609 (100%) import math a=float(input()) b=float(input()) c=float(input()) zeta=math.acos((0.5*((2*a)-b-c))/((a-b)**2+((a-c)*(b-c)))**0.5) ongsa=math.degrees(zeta) x=int(360-ongsa) print(x) | # 1496663 (100%) import math a=float(input()) b=float(input()) c=float(input()) zeta=math.acos((0.5*((2*a)-b-c))/((a-b)**2+((a-c)*(b-c)))**0.5) ongsa=math.degrees(zeta) x=int(360-ongsa) print(x) |
# 1496094 (100%) import math a = float(input());b = float(input());c = float(input()) set = math.acos((1/2*((a-b)+(a-c))) / math.sqrt((a-b)**2 + (a-c)*(b-c))) seta = math.degrees(set) x = int(360-seta) print(x) |
# 1496304 (0%) a = float(input()) b = float(input()) c = float(input()) A = math.acos((0.5((a-b)+(a-c)))/((a-b)**2+(a-c)(b-c))**0.5) A = math.degrees(A) x = int(360 - A) print(x) | # 1496332 (0%) import math a = float(input()) b = float(input()) c = float(input()) A = math.acos((0.5((a-b)+(a-c)))/((a-b)**2+(a-c)(b-c))**0.5) A = math.degrees(A) x = int(360 - A) print(x) | # 1496351 (100%) import math a = float(input()) b = float(input()) c = float(input()) A = math.acos((0.5*((a-b)+(a-c)))/((a-b)**2+(a-c)*(b-c))**0.5) A = math.degrees(A) x = int(360 - A) print(x) |
# 1496232 (100%) import math a=float(input()) b=float(input()) c=float(input()) A=(1/2)*((a-b)+(a-c)) B=math.sqrt(((a-b)**2)+((a-c)*(b-c))) t=math.degrees(math.acos(A/B)) x=int(360-t) print(x) | # 1496269 (100%) import math a=float(input()) b=float(input()) c=float(input()) A=(1/2)*((a-b)+(a-c)) B=math.sqrt(((a-b)**2)+((a-c)*(b-c))) t=math.degrees(math.acos(A/B)) x=int(360-t) print(x) |
# 1496301 (0%) import math a = float(input()) b = float(input()) c = float(input()) s= math.acos(((1/2)*(a-b+a-c))/((((a-b)**2)+((a-c)**(b-c)))**(1/2))) s = math.degree(s) x = int(360-s) | # 1496350 (0%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos(((1/2)*(a-b+a-c))/((((a-b)**2)+((a-c)**(b-c)))**(1/2))) d = math.degree(s) x = int(360-d) print (x) | # 1496410 (0%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos(((1/2)*((a-b)+(a-c)))/((((a-b)**2)+((a-c)**(b-c)))**(1/2))) d = math.degree(s) x = int(360-d) print (x) | # 1496478 (0%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos(((1/2)*((a-b)+(a-c)))/((((a-b)**2)+((a-c)**(b-c)))**(1/2))) x = int(360-math.degrees(s)) print (x) | # 1496579 (100%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos((0.5*((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) x = int(360-math.degrees(s)) print (x) |
# 1496166 (100%) import math a = int(input()) b = int(input()) c = int(input()) se = math.acos((0.5*(a-b+a-c))/math.sqrt((a-b)**2 + (a-c)*(b-c))) se2 = math.degrees(se) x = int(360 - se2) print(x) | # 1496610 (100%) import math a = float(input()) b = float(input()) c = float(input()) se = math.acos((0.5*(a-b+a-c))/math.sqrt((a-b)**2 + (a-c)*(b-c))) se2 = math.degrees(se) x = int(360 - se2) print(x) |
# 1496089 (0%) import math int(input(a)) int(input(b)) int(input(c)) s1 = 0.5 * ((a-b)+(a-c)) s2 = math.sqrt((a-b)**2 + (a-c)*(b-c)) s3 = math.acos(s1/s2) s4 = math.degrees(s3) s5 = int(360-s4) print(s5) | # 1496095 (100%) import math a = int(input()) b = int(input()) c = int(input()) s1 = 0.5 * ((a-b)+(a-c)) s2 = math.sqrt((a-b)**2 + (a-c)*(b-c)) s3 = math.acos(s1/s2) s4 = math.degrees(s3) s5 = int(360-s4) print(s5) |
# 1496577 (100%) import math a = float(input()) b = float(input()) c = float(input()) theta = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) seta = math.degrees(theta) x = int(360-seta) print(x) |
# 1496092 (0%) import math a = float(input()) b = float(input()) c = float(input()) zeta = math.acos((1/2*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c*(b-c)))) x = int(360 - zeta) print(x) | # 1496347 (0%) import math a = float(input()) b = float(input()) c = float(input()) up = 1/2*((a-b)+(a-c)) down = math.sqrt(((a-b)**2)+(a-c)*(b-c)) zeta = math.acos(up/down) x = 360 - zeta print(int(x)) | # 1496819 (0%) import math a = float(input()) b = float(input()) c = float(input()) A = math.acos((0.5 * ((a-b)+(a-c)))/((a-b) 2+(a-c) * (b-c)) 0.5) A = math.degrees(A) x = int(360 - A) print(x) | # 1496885 (0%) import math a = float(input()) b = float(input()) c = float(input()) A = math.acos((0.5 * ((a-b)+(a-c)))/((a-b)**2+(a-c) * (b-c)) 0.5) A = math.degrees(A) x = int(360 - A) print(x) | # 1496930 (100%) import math a = float(input()) b = float(input()) c = float(input()) A = math.acos((0.5 * ((a-b)+(a-c)))/((a-b)**2+(a-c) * (b-c))**0.5) A = math.degrees(A) x = int(360 - A) print(x) |
# 1496241 (0%) import math a=float(int(input()) b=float(int(input()) c=float(int(input()) y=math.acos(((a-b)+(a-c))/2)/math.sqrt((a-b)**2+(a-c)*(b-c))) z=360-(y*180/math.pi) print(z) | # 1496303 (0%) import math a=float(int(input()) b=float(int(input()) c=float(int(input()) y=math.acos(((a-b)+(a-c))/2)/math.sqrt((a-b)**2+(a-c)*(b-c))) z=math.degrees(y) print(z) | # 1496365 (0%) import math a=float(int(input()) b=float(int(input()) c=float(int(input()) y=math.acos(((a-b)+(a-c))/2)/((a-b)**2+(a-c)*(b-c))**0.5) z=math.degrees(y) print(z) | # 1496465 (100%) import math a = int(input()) b = int(input()) c = int(input()) y = math.degrees(math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2+((a-c)*(b-c))))) z = int(360-y) print(z) | # 1496763 (100%) import math a = float(input()) b = float(input()) c = float(input()) y = math.degrees(math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2+((a-c)*(b-c))))) z = int(360-y) print(z) |
# 1496306 (100%) import math a=float(input()) b=float(input()) c=float(input()) l=(0.5*((a-b)+(a-c)))/(math.sqrt(((a-b)**2+(a-c)*(b-c)))) k=math.acos(l) k=math.degrees(k) y=360-k print(int(y)) |
# 1496177 (100%) import math a = float(input()) b = float(input()) c = float(input()) ans = ((1/2)*(2*a-b-c))/math.sqrt(((a-b)**2)+((a-c)*(b-c))) ans2 = math.degrees(math.acos(ans)) x = int(360 - ans2) print(x) |
# 1496669 (100%) import math a=float(input()) b=float(input()) c=float(input()) formula = math.acos((1/2*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) formula1=math.degrees(formula) print(int(360-formula1)) |
# 1496129 (100%) a = float(input()) b = float(input()) c = float(input()) import math rad = math.acos((0.5*((a-b)+(a-c)))/(math.sqrt(((a-b)**2)+((a-c)*(b-c))))) deg = math.degrees(rad) x = int(360-deg) print(x) |
# 1496193 (100%) import math a = float(input()) b = float(input()) c = float(input()) z = math.acos(((1/2)*(2*a-b-c))/math.sqrt((a-b)**2+(a-c)*(b-c))) z = math.degrees(z) x = int(360-z) print(x) |
# 1496325 (0%) import math a=int(input()) b=int(input()) c=int(input()) d= math.acos(((1/2)*(a-b+(a-c)))/(((a-b)**2)+((a-c)*(a-b)))**(1/2)) f=math.degrees(d) g=int(360-f) print(g) | # 1496396 (100%) import math a=int(input()) b=int(input()) c=int(input()) d= math.acos(((1/2)*((a-b)+(a-c)))/(((a-b)**2)+((a-c)*(b-c)))**(1/2)) f=math.degrees(d) g=int(360-f) print(g) | # 1496700 (100%) import math a=int(input()) b=int(input()) c=int(input()) d= math.acos(((1/2)*((a-b)+(a-c)))/(((a-b)**2)+((a-c)*(b-c)))**(1/2)) f=math.degrees(d) g=int(360-f) print(g) |
# 1496136 (100%) import math a = int(input()) b = int(input()) c = int(input()) degree = math.acos((0.5*(a-b+a-c))/(((a-b)**2+(a-c)*(b-c))**0.5)) x = int(360-math.degrees(degree)) print(x) |
# 1496452 (100%) import math a = int(input()) b = int(input()) c = int(input()) o = math.acos(0.5*((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)*(b-c))) o = math.degrees(o) x = int(360-o) print(x) |
# 1496475 (100%) import math a = int(input()) b = int(input()) c = int(input()) theta = math.degrees(math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2+((a-c)*(b-c))))) print(int(360 - theta)) |
# 1496199 (0%) import math from re import X a = float(input()) b = float(input()) c = float(input()) seta = math.acos(((1/2)*(a-b+a-c)/math.sqrt(((a-b)**2))+(a-c)*(b-c))) x = int(360-seta) print(x) | # 1496520 (100%) import math a=int(input()) b=int(input()) c=int(input()) seta = math.acos(0.5*((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)*(b-c))) deg = math.degrees(seta) x = int(360-deg) print(x) |
# 1496226 (100%) import math a = int(input()) b = int(input()) c = int(input()) k = math.acos((0.5*(a-b+a-c))/math.sqrt((a-b)**2 + (a-c)*(b-c))) f = math.degrees(k) x = int(360 - f) print(x) | # 1496343 (100%) import math a = float(input()) b = float(input()) c = float(input()) f = (1/2)*((a-b)+(a-c)) g = ((a-b)**2 + ((a-c)*(b-c)))**0.5 d = math.acos(f/g) y = math.degrees(d) x = int(360-y) print(x) |
# 1496638 (100%) import math as ma a = int(input()) b = int(input()) c = int(input()) n = ((1/2)*((a-b)+(a-c))) m = ma.sqrt(((a-b)**2)+((a-c)*(b-c))) o = (n/m) x = ma.acos(o) print(int(360 - ma.degrees(x))) | # 1496729 (100%) import math as ma a = int(input()) b = int(input()) c = int(input()) n = ((1/2)*((a-b)+(a-c))) m = ma.sqrt(((a-b)**2)+((a-c)*(b-c))) o = ma.acos(n/m) print(int(360 - ma.degrees(o))) |
# 1496852 (100%) import math a = int(input()) b = int(input()) c = int(input()) s = math.degrees(math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2+((a-c)*(b-c))))) x = int(360-s) print(x) |
# 1496460 (100%) import math a = int(input()) b = int(input()) c = int(input()) x = (0.5)*((a-b)+(a-c)) y = math.sqrt((a-b)**2+(a-c)*(b-c)) z = x/y theta = (math.acos(z)) x = int(360-math.degrees(theta)) print(x) |
# 1496794 (100%) import math a = float(input()) b = float(input()) c = float(input()) seta = math.acos((1/2)*((a-b)+(a-c)) / ((((a-b)**2) + (a-c)*(b-c))**(1/2)) ) x = int(360 - math.degrees(seta)) print(x) |
# 1496409 (100%) import math a = float(input()) b = float(input()) c = float(input()) D = math.degrees(math.acos((1/2*((a-b)+(a-c))) / math.sqrt((a-b)**2 + (a-c)*(b-c)))) print(int(360-D)) |
# 1496399 (0%) import math a = int(input()) b = int(input()) c = int(input()) x = math.acos((0.5((a-b)+(a-c)))/math.sqrt((a-b)**2 + (a-c)(b-c))) k = math.degrees(x) y = int(360 - k) print(y) | # 1496541 (100%) import math a = int(input()) b = int(input()) c = int(input()) x = math.acos(0.5*((a-b)+(a-c))/math.sqrt((a-b)**2 + (a-c)*(b-c))) k = math.degrees(x) y = int(360 - k) print(y) |
# 1496160 (100%) import math a = float(input()) b = float(input()) c = float(input()) t = math.degrees(math.acos((0.5*(2*a - b -c)/math.sqrt((a - b)**2 + (a - c)*(b - c))))) print(int(360-t)) |
# 1496408 (0%)
import math
a= int(input())
b=int(input())
c=int(input())
sun=math.acos(math.degrees((0.5*((a-b)+(a-c)))/(math.sqrt(((a-b)**2) + ((a-c)(a-b)) ))))
x=int(360-sun)
print(x)
| # 1496575 (0%)
import math
a= int(input())
b=int(input())
c=int(input())
sun=math.acos((0.5*((a-b)+(a-c)))/(math.sqrt(((a-b)**2) + ((a-c)(a-b)) )))
a=math.degrees(sun)
x=int(360-a)
print(x)
| # 1496657 (0%)
import math
a= int(input())
b=int(input())
c=int(input())
sun=math.acos(0.5*((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)*(b-c)))
x=int(360-a)
print(x)
| # 1496806 (0%)
import math
a=int(input())
b=int(input())
c=int(input())
sun=math.acos(0.5*((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)*(b-c)))
a=math.degrees(s)
x=int(360-a)
print(x)
| # 1496834 (0%)
import math
a=int(input())
b=int(input())
c=int(input())
sun=math.acos(0.5*((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)*(b-c)))
a=math.degrees(sun
x=int(360-a)
print(x)
| # 1496853 (100%)
import math
a=int(input())
b=int(input())
c=int(input())
sun=math.acos(0.5*((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)*(b-c)))
a=math.degrees(sun)
x=int(360-a)
print(x)
|
# 1496209 (100%) import math a=int(input()) b=int(input()) c=int(input()) s = math.acos(0.5*((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)*(b-c))) ans = math.degrees(s) x = int(360-ans) print(x) |
# 1496192 (0%) import math a = int(input()) b = int(input()) c = int(input()) zeta = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2+((a-c)*(b-c)))) x = int(360-zeta) print(x) | # 1496367 (100%) import math a = int(input()) b = int(input()) c = int(input()) zeta = math.degrees(math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2+((a-c)*(b-c))))) x = int(360-zeta) print(x) | # 1496419 (100%) import math a = int(input()) b = int(input()) c = int(input()) zeta = math.degrees(math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2+((a-c)*(b-c))))) x = int(360-zeta) print(x) |
# 1496122 (0%) import math a = input() b = input() c = input() z = float(a)-float(b) x = float(a)-float(c) y = float(b)-float(c) q = (z+x)/2 r = math.sqrt(z**2+x*y) g = math.acos(q/r) x = int(360-g) | # 1496182 (0%) import math a = input() b = input() c = input() z = float(a)-float(b) x = float(a)-float(c) y = float(b)-float(c) q = (z+x)/2 r = math.sqrt(z**2+x*y) g = math.acos(q/r) x = int(360-g) print(x) | # 1496356 (0%) import math a = math.degrees(input()) b = math.degrees(input()) c = math.degrees(input()) z = float(a)-float(b) x = float(a)-float(c) y = float(b)-float(c) q = (z+x)/2 r = math.sqrt(z**2+x*y) g = math.acos(q/r) x = int(360-g) print(x) | # 1496394 (0%) import math a = math.degrees(float(input())) b = math.degrees(float(input())) c = math.degrees(float(input())) z = float(a)-float(b) x = float(a)-float(c) y = float(b)-float(c) q = (z+x)/2 r = math.sqrt(z**2+x*y) g = math.acos(q/r) x = int(360-g) print(x) | # 1496500 (0%) import math a = math.degrees(float(input())) b = math.degrees(float(input())) c = math.degrees(float(input())) z = float(a)-float(b) x = float(a)-float(c) y = float(b)-float(c) q = (z+x)/2 r = math.sqrt(z**2+x*y) g = math.acos(q/r) x = int(360-g) print(x) | # 1496723 (100%) import math a =float(input()) b = float(input()) c = float(input()) z = float(a)-float(b) x = float(a)-float(c) y = float(b)-float(c) q = (z+x)/2 r = math.sqrt(z**2+x*y) g = math.acos(q/r) x = int(360-math.degrees(g)) print(x) |
# 1496212 (0%) import math a=float(input()) b=float(input()) c=float(input()) degree=math.acos((1/2((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)(b-c)))) x=int(360-math.degree(degree)) | # 1496257 (0%) import math a=float(input()) b=float(input()) c=float(input()) z=math.acos((1/2((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)(b-c)))) x=int(360-math.degree(z)) | # 1496391 (0%) import math a=float(input()) b=float(input()) c=float(input()) z=math.acos((1/2((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) x=int(360-math.degree(z)) print x | # 1496422 (0%) import math a=float(input()) b=float(input()) c=float(input()) z=math.acos((1/2*((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) x=int(360-math.degree(z)) print x | # 1496445 (0%) import math a=float(input()) b=float(input()) c=float(input()) z=math.acos(((1/2)*((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) x=int(360-math.degree(z)) print x | # 1496503 (0%) import math a=float(input()) b=float(input()) c=float(input()) z=math.acos(((1/2)*((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) x=int(360-math.degree(z)) print(x) | # 1496576 (0%)
import math
a = int(input())
b = int(input())
c = int(input())
x = math.acos(((1/2)((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)(b-c)))
result = int(360-math.degrees(x))
print("{:.0f}".format(result))
| # 1496599 (100%)
import math
a = int(input())
b = int(input())
c = int(input())
x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))
result = int(360-math.degrees(x))
print("{:.0f}".format(result))
|
# 1496448 (100%) import math a=int(input()) b=int(input()) c=int(input()) ceta= math.acos((0.5*(2*a-b-c))/math.sqrt(((a-b)**2)+(a-c)*(b-c))) x= int(360-math.degrees(ceta)) print(x) |
# 1496086 (100%) from math import * a,b,c = [int(input()) for _ in range(3)] theta = degrees(acos((0.5*(a-b+a-c))/sqrt((a-b)**2+(a-c)*(b-c)))) print(int(360 - theta)) |
# 1496126 (100%) import math a = float(input()) b = float(input()) c = float(input()) Theta = math.acos((1/2*(a-b+a-c))/math.sqrt((a-b)**2+(a-c)*(b-c))) Degree = math.degrees(Theta) x = int(360-Degree) print(x) |
# 1496593 (0%) import math a=float(input()) b=float(input()) c=float(input()) d=math.acos((((1/2)*(a-b))+(a-c))/math.sqrt((a-b)**2+(a-c)*(b-c))) x=int(360-d) print(x) | # 1496705 (0%) import math a=float(input()) b=float(input()) c=float(input()) d=math.acos((((1/2)*(a-b))+(a-c))/math.sqrt((a-b)**2+(a-c)*(b-c))) d=math.degrees(d) x=int(360-d) print(x) | # 1496793 (0%) import math a=float(input()) b=float(input()) c=float(input()) d=math.acos((((1/2))*((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)*(b-c))) d=math.degrees(d) x=int(360-d) print(x) | # 1496824 (100%) import math a=float(input()) b=float(input()) c=float(input()) d=math.acos(((1/2))*((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)*(b-c))) d=math.degrees(d) x=int(360-d) print(x) |
# 1496170 (0%) import math a = int(input()) b = int(input()) c = int(input()) K = ((1/2*(a-b))+(a-c))/(((a-b)**2+((a-c)*(b-c)))**0.5) k = math.acos(K) A = math.degrees(k) x = int(360-A) print(x) | # 1496655 (0%) import math a = float(input()) b = float(input()) c = float(input()) up = 0.5(2a-b-c) d = (a-b)*2 + (a-c)(b-c) down = pow(d,0.5) zeta = math.degrees(math.acos(up/down)) x = int(360-zeta) print(x) | # 1496676 (0%) import math a = int(input()) b = int(input()) c = int(input()) y = math.degrees(math.acos((0.5(a-b+a-c))/((a-b)**2+(a-c)(b-c))**0.5)) x = int(360-y) print(x) | # 1496721 (0%) import math a = int(input()) b = int(input()) c = int(input()) y = math.degrees(math.acos((0.5(a-b+a-c))/((a-b)**2+(a-c)(b-c))**0.5)) x = int(360-y) print(x) | # 1496799 (100%) import math a = int(input()) b = int(input()) c = int(input()) y = math.degrees(math.acos((0.5*(a-b+a-c))/((a-b)**2+(a-c)*(b-c))**0.5)) x = int(360-y) print(x) |
# 1496278 (100%) import math a = float(input()) b = float(input()) c = float(input()) k = math.acos((((a-b)+(a-c))/2)/(math.sqrt(((a-b)**2)+(a-c)*(b-c)))) q = math.degrees(k) x = int(360-q) print(x) |
# 1496256 (100%) import math a=int(input()) b=int(input()) c=int(input()) Angle = math.acos((1/2*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) Answer = int(360-math.degrees(Angle)) print(Answer) |
# 1496341 (100%) import math a = float(input()) b = float(input()) c = float(input()) o = math.acos(0.5*((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)*(b-c))) o = math.degrees(o) x = int(360-o) print(x) |
# 1496523 (100%) import math a=float(input()) b=float(input()) c=float(input()) y=math.degrees(math.acos((0.5*((a-b)+(a-c)))/((a-b)**2+(a-c)*(b-c))**0.5)) x=int(360-y) print(x) |
# 1496412 (0%) import math a = float(input()) b = float(input()) c = float(input()) y = math.acos((0.5*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+((a-c)*(b-c)))) z = math.degrees(y) x = int(360 - z) print(z) | # 1496558 (100%) import math a = float(input()) b = float(input()) c = float(input()) y = math.acos((0.5*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) z = math.degrees(y) x = int(360 - z) print(x) |
# 1496228 (0%) import math x = int(360-y) y = (math.acos((1/2)*((a-b)+(a-c))))/(math.sqrt(((a-b)**2))+(a-c)*(b-c)) | # 1496446 (0%) import math a = int(input()) b = int(input()) c = int(input()) x = int(360-y) y = (math.acos((1/2)*((a-b)+(a-c))))/(math.sqrt(((a-b)**2))+(a-c)*(b-c)) y = math.degrees(y) print(x) | # 1496469 (0%) import math a = int(input()) b = int(input()) c = int(input()) x = int(360-d) d = (math.acos((1/2)*((a-b)+(a-c))))/(math.sqrt(((a-b)**2))+(a-c)*(b-c)) d = math.degrees(y) print(x) | # 1496504 (0%) import math a = int(input()) b = int(input()) c = int(input()) x = int(360-d) d = (math.acos((1/2)*((a-b)+(a-c))))/(math.sqrt(((a-b)**2))+(a-c)*(b-c)) d = math.degrees(d) print(x) | # 1496594 (0%) import math a = int(input()) b = int(input()) c = int(input()) x = int(360-y) d = (math.acos((1/2)*((a-b)+(a-c))))/(math.sqrt(((a-b)**2))+(a-c)*(b-c)) y = math.degrees(d) print(x) | # 1496656 (0%) import math a = int(input()) b = int(input()) c = int(input()) x = int(360-y) d = (math.acos((1/2)*((a-b)+(a-c))))/(math.sqrt((((a-b)**2))+(a-c)*(b-c)) y = math.degrees(d) print(x) | # 1496739 (0%) import math a = int(input()) b = int(input()) c = int(input()) x = int(360-y) d = (math.acos((1/2)*((a-b)+(a-c))))/(math.sqrt((((a-b)**2))+(a-c)*(b-c))) y = math.degrees(d) print(x) | # 1496790 (0%) import math a = int(input()) b = int(input()) c = int(input()) d = (math.acos((1/2)*((a-b)+(a-c))))/(math.sqrt((((a-b)**2))+(a-c)*(b-c))) y = math.degrees(d) x = int(360-y) print(x) | # 1496904 (100%) import math a = float(input()) b = float(input()) c = float(input()) seth = 0.5*((a-b)+(a-c)) suan = math.sqrt((a-b)**2 + (a-c)*(b-c)) theta = math.degrees(math.acos(seth/suan)) print(int(360-theta)) |
# 1496108 (0%) import math a = float(input()) b = float(input()) c = float(input()) zeta = math.acos((((a-b)+(a-c))/2)/(math.sqrt((a-b)^2+(a-c)*(b-c)))) x = int(360 - math.degrees(zeta)) print(x) | # 1496197 (100%) import math a = float(input()) b = float(input()) c = float(input()) zeta = math.acos((((a-b)+(a-c))/2)/(math.sqrt((a-b)**2+(a-c)*(b-c)))) x = int(360 - math.degrees(zeta)) print(x) |
# 1496321 (0%) import math a = float(input()) b = float(input()) c = float(input()) T = math.acos(0.5*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)) print(int(360-math.degrees(T))) | # 1496727 (100%) import math a = float(input()) b = float(input()) c = float(input()) t = math.degrees(math.acos((0.5*(2*a - b -c)/math.sqrt((a - b)**2 + (a - c)*(b - c))))) print(int(360-t)) |
# 1496259 (0%) import math a=int(input()) b=int(input()) c=int(input()) ceta= math.acos((0.5*(-b-c))/math.sqrt(((a-b)**2)+(a-c)*(b-c))) x= int(360-math.degrees(ceta)) print(x) | # 1496363 (100%) import math a=int(input()) b=int(input()) c=int(input()) ceta= math.acos((0.5*(2*a-b-c))/math.sqrt(((a-b)**2)+(a-c)*(b-c))) x= int(360-math.degrees(ceta)) print(x) |
# 1496161 (0%) math import a=float(input()) b=float(input()) c=float(input()) x=int(360-math.degrees(y)) y=math.acos((a-b)+(a-c)/2*((a-b)**2+(a-c)*(b-c))**0.5) print(x) | # 1496179 (0%) import math a=float(input()) b=float(input()) c=float(input()) x=int(360-math.degrees(y)) y=math.acos((a-b)+(a-c)/2*((a-b)**2+(a-c)*(b-c))**0.5) print(x) | # 1496683 (0%) import math a=int(input()) b=int(input()) c=int(input()) y=math.degrees(math.acos((a-b)+(a-c)/(2*((a-b)**2+(a-c)*(b-c))**0.5))) x=int(360-y) print(x) | # 1496848 (100%) import math a=int(input()) b=int(input()) c=int(input()) ceta= math.acos((0.5*(2*a-b-c))/math.sqrt(((a-b)**2)+(a-c)*(b-c))) x= int(360-math.degrees(ceta)) print(x) | # 1496893 (100%) import math a=int(input()) b=int(input()) c=int(input()) y= math.acos((0.5*(2*a-b-c))/math.sqrt(((a-b)**2)+(a-c)*(b-c))) x= int(360-math.degrees(y)) print(x) | # 1496944 (0%) import math a=int(input()) b=int(input()) c=int(input()) y= math.acos(((a-b)+(a-c))/2*math.sqrt(((a-b)**2)+(a-c)*(b-c))) x= int(360-math.degrees(y)) print(x) | # 1496981 (100%) import math a=int(input()) b=int(input()) c=int(input()) y= math.acos(((2*a-b-c)*0.5)/math.sqrt(((a-b)**2)+(a-c)*(b-c))) x= int(360-math.degrees(y)) print(x) |
# 1496696 (100%) import math a = int(input()) b= int(input()) c = int(input()) x = math.degrees(math.acos((0.5*(a-b+a-c))/math.sqrt((a-b)**2+(a-c)*(b-c)))) tethe = (int(360-x)) print(tethe) |
# 1496368 (0%) import math a=float(input()) b=float(input()) c=float(input()) x=int(360-t) m=0.5*((a-b)+(a-c)) s=((a-b)**2+(a-c)*(b-c))**0.5 y=math.acos(m/s) t=int(math.degrees(y)) print(x) | # 1496722 (0%) import math a=float(input()) b=float(input()) c=float(input()) x=int(360-t) m=0.5*((a-b)+(a-c)) s=((a-b)**2+(a-c)*(b-c))**0.5 y=math.acos(m/s) t=math.degrees(y) print(x) | # 1496871 (100%) import math a=float(input()) b=float(input()) c=float(input()) m=0.5*((a-b)+(a-c)) s=((a-b)**2+(a-c)*(b-c))**0.5 y=math.acos(m/s) t=math.degrees(y) x=int(360-t) print(x) |
# 1496137 (0%) #27/1/2022 test import math a = float(input()) b = float(input()) c = float(input()) x = math.acos(1/2*(2*a-b-c)/(a**2+b**2+c**2-a*b-a*c-b*c)**1/2) y = math.degrees(x) print(int(360-y)) | # 1496390 (0%) #27/1/2022 test import math a = float(input()) b = float(input()) c = float(input()) x = math.acos(1/2*(a-b+a-c)/(((a-b)**2)+(a-c)*(b-c))**1/2) y = math.degrees(x) print(int(360-y)) | # 1496435 (100%) #27/1/2022 test import math a = float(input()) b = float(input()) c = float(input()) x = math.acos(0.5*(a-b+a-c)/(((a-b)**2)+(a-c)*(b-c))**0.5) y = math.degrees(x) print(int(360-y)) |
# 1496330 (100%) import math a = float(input()) b = float(input()) c = float(input()) up = (2*a - b - c)/2 down = math.sqrt(((a - b)**2) + (a - c)*(b - c)) theta = math.degrees(math.acos(up/down)) x = int(360 - theta) print(x) |
# 1496245 (100%) import math a = float(input()) b = float(input()) c = float(input()) z = math.acos((0.5*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) x = 360 - math.degrees(z) print(int(x)) |
# 1496300 (0%) import math a=int(input()) b=int(input()) c=int(input()) rad = math.acos((((a-b)+(a-c))*(1/2))/(math.sqrt(((a-b)**2)+((a-c)*(b-c))))) degree=math.degree(rad) x=int(360-degree) print(x) | # 1496335 (100%) import math a=int(input()) b=int(input()) c=int(input()) rad = math.acos((((a-b)+(a-c))*(1/2))/(math.sqrt(((a-b)**2)+((a-c)*(b-c))))) degree=math.degrees(rad) x=int(360-degree) print(x) |
# 1496085 (0%) import math a = float(input()) b = float(input()) c = float(input()) inp = ((1 / 2) * ((a - b) + (a - c))) / (math.sqrt((a - b) ** 2 + (a - c) * (b - c))) seta = math.acos(inp) x = int(360 - seta) math.degrees(x) print(x) | # 1496087 (100%) import math a = float(input()) b = float(input()) c = float(input()) inp = ((1 / 2) * ((a - b) + (a - c))) / (math.sqrt((a - b) ** 2 + (a - c) * (b - c))) seta = math.acos(inp) x = int(360 - math.degrees(seta)) print(x) | # 1496120 (100%) import math a = float(input()) b = float(input()) c = float(input()) inwpuun = ((1 / 2) * ((a - b) + (a - c))) / (math.sqrt((a - b) ** 2 + (a - c) * (b - c))) seta = math.acos(inwpuun) x = int(360 - math.degrees(seta)) print(x) |
# 1496389 (100%)
# -*- coding: utf-8 -*-
"""64_2_PCG_02
Automatically generated by Colaboratory.
Original file is located at
https://colab.research.google.com/drive/1869dHm_rkbjBiDPaN6wSsJcwxwG162W-
"""
import math
a = float(input())
b = float(input())
c = float(input())
theta = math.acos((1/2 * ((a - b) + (a - c)))/math.sqrt((a - b)**2 + (a - c) * (b-c)))
y = math.degrees(theta)
x = int(360 - y)
print(x)
|
# 1496447 (100%) import math a = int(input()) b = int(input()) c = int(input()) f = (1/2)*((a-b)+(a-c)) g = math.sqrt((a-b)**2 + ((a-c)*(b-c))) e = math.acos(f/g) e = math.degrees(e) print (int(360-e)) |
# 1496307 (0%) import math a = float(input()) b = float(input()) c = float(input()) Z = math.acos(((1/2)*((a-b)+(a-c))) / math.sqrt(((a-b)**2)+((a-c)*(b-c)))) x = int(360-math.degrees(Z)) print(Z) | # 1496360 (0%) import math a = float(input()) b = float(input()) c = float(input()) Z = math.acos(((1/2)*((a-b)+(a-c))) / math.sqrt((((a-b)**2)+((a-c)*(b-c))))) x = int(360-math.degrees(Z)) print(Z) | # 1496481 (100%) import math a = float(input()) b = float(input()) c = float(input()) Z = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((((a-b)**2)+((a-c)*(b-c))))) x = int(360-math.degrees(Z)) print(x) | # 1496507 (100%) import math a = float(input()) b = float(input()) c = float(input()) Z = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((((a-b)**2)+((a-c)*(b-c))))) x = int(360-math.degrees(Z)) print(x) |
# 1496223 (100%) import math a = float(input()) b = float(input()) c = float(input()) d = math.degrees(math.acos(((1/2) * ((a-b)+(a-c)))/(math.sqrt(((a-b)**2) + ((a-c)*(b-c)))))) x = int(360-d) print(x) |
# 1496262 (100%)
import math
a = int(input())
b = int(input())
c = int(input())
x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))
result = int(360-math.degrees(x))
print("{:.0f}".format(result))
|
# 1496459 (0%) a=int(input()) b=int(input()) c=int(input()) import math ceta=math.acos((0.5*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)(b-c))) ceta=math.degrees(ceta) x=int(360-ceta) print(x) | # 1496493 (0%) import math a = int(input()) b = int(input()) c = int(input()) rad = math.acos((0.5((a-b)+(a-c)))/((((a-b)**2)+(a-c)(b-c))**0.5)) x = int(360-math.degrees(rad)) print(x) | # 1496502 (0%) import math a=int(input()) b=int(input()) c=int(input()) rad =math.acos((((a-b)+(a-c))/2)/math.sqrt((a-b)*2+(a-c)(b-c))) x=int(360-math.degrees(rad)) print(x) | # 1496574 (100%) import math a = int(input()) b = int(input()) c = int(input()) zeta = math.degrees(math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2+((a-c)*(b-c))))) x = int(360-zeta) print(x) |
# 1496417 (100%) import math a=int(input()) b=int(input()) c=int(input()) rad =math.acos((((a-b)+(a-c))/2)/math.sqrt((a-b)**2+(a-c)*(b-c))) x=int(360-math.degrees(rad)) print(x) |
# 1496309 (100%) import math a = float(input()) b = float(input()) c = float(input()) degree = math.acos(((1/2)*(a-b)+(1/2)*(a-c))/((((a-b)**2)+((a-c)*(b-c)))**(0.5))) x = int(360-(math.degrees(degree))) print(x) |
# 1496370 (100%) import math a=int(input()) b=int(input()) c=int(input()) print(int(360-math.degrees(math.acos(0.5*((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)*(b-c)))))) |
# 1496651 (100%)
import math
a = float(input())
b = float(input())
c = float(input())
x = ((1/2)*((a-b)+(a-c))/math.sqrt(((a-b)**2)+((a-c)*(b-c))))
def arccos(x):
z = math.acos(x)
y = math.degrees(z)
return y
print(int(360-arccos(x)))
|
# 1496401 (100%) import math a = float(input()) b = float(input()) c = float(input()) Degree = math.acos(((1/2)*((a-b)+(a-c))) / math.sqrt(((a-b)**2)+((a-c)*(b-c)))) x = int((360-(math.degrees(Degree)))) print(x) |
# 1496345 (100%) import math a = float(input()) b = float(input()) c = float(input()) theta = math.acos(0.5*(a-b+a-c)/((a-b)**2+(a-c)*(b-c))**0.5) thedeg = math.degrees(theta) x = int(360 - thedeg) print(x) | # 1496407 (100%) import math a = float(input()) b = float(input()) c = float(input()) theta = math.acos(0.5*(a-b+a-c)/((a-b)**2+(a-c)*(b-c))**0.5) x = int(360 - math.degrees(theta)) print(x) |
# 1496171 (100%) import math a = int(input()) b = int(input()) c = int(input()) d = (0.5*((a-b)+(a-c)))/math.sqrt(((a-b)**2+(a-c)*(b-c))) radians = math.acos(d) degrees = math.degrees(radians) x = int(360-degrees) print(x) |
# 1496098 (100%) import math a = float(input()) b = float(input()) c = float(input()) Degree = math.degrees(math.acos( ((a-b+a-c)/2) / math.sqrt((a-b)**2+(a-c)*(b-c)) )) x = int(360-Degree) print(x) |
# 1496224 (0%) import math a = float(input()) b = float(input()) c = float(input()) result = math.acos((0.5*(a-b)+(a-c))/(((a-b)**0.5)+((a-c)*(b-c)))**0.5) x = int(360-math.degrees(result)) | # 1496398 (0%) import math a = float(input()) b = float(input()) c = float(input()) radian = math.acos((0.5((a-b)+(a-c)))/((((a-b)**2)+(a-c)(b-c))**0.5)) x = int(360-math.degrees(radian)) print(x) | # 1496434 (0%) import math a = int(input()) b = int(input()) c = int(input()) radian = math.acos((0.5((a-b)+(a-c)))/((((a-b)**2)+(a-c)(b-c))**0.5)) x = int(360-math.degrees(radian)) print(x) | # 1496470 (0%) import math a = int(input()) b = int(input()) c = int(input()) rad = math.acos((0.5((a-b)+(a-c)))/((((a-b)**2)+(a-c)(b-c))**0.5)) x = int(360-math.degrees(rad)) print(x) | # 1496514 (0%) import math a=int(input()) b=int(input()) c=int(input()) rad =math.acos((((a-b)+(a-c))/2)/math.sqrt((a-b)*2+(a-c)(b-c))) x=int(360-math.degrees(rad)) print(x) | # 1496589 (0%) import math a = int(input()) b = int(input()) c = int(input()) y = math.degrees(math.acos(((1/2)((a-b)+(a-c)))/math.sqrt((a-b)**2+((a-c)(b-c))))) x = int(360-y) print(x) | # 1496643 (100%) import math a = int(input()) b = int(input()) c = int(input()) rad = math.acos((0.5*((a-b)+(a-c)))/((((a-b)**2)+(a-c)*(b-c))**0.5)) x = int(360-math.degrees(rad)) print(x) |
# 1496637 (100%) import math a = float(input()) b = float(input()) c = float(input()) x = (1/2)*((a-b)+(a-c)) / math.sqrt((a-b)**2 + (a-c)*(b-c)) s = math.acos(x) y = math.degrees(s) print( int(360-y) ) |
# 1496169 (100%) import math a = float(input()) b = float(input()) c = float(input()) d = math.acos((0.5*((a-b)+(a-c)))/((((a-b)**2)+((a-c)*(b-c)))**0.5)) x = 360-math.degrees(d) print(int(x)) | # 1496204 (100%) import math a = float(input()) b = float(input()) c = float(input()) d = math.acos((0.5*((a-b)+(a-c)))/((((a-b)**2)+((a-c)*(b-c)))**0.5)) x = int(360-math.degrees(d)) print(x) | # 1496219 (100%) import math a = int(input()) b = int(input()) c = int(input()) d = math.acos((0.5*((a-b)+(a-c)))/((((a-b)**2)+((a-c)*(b-c)))**0.5)) x = int(360-math.degrees(d)) print(x) |
# 1496314 (100%) import math a = int(input()) b = int(input()) c = int(input()) k = math.acos((0.5*(a-b+a-c))/math.sqrt((a-b)**2 + (a-c)*(b-c))) k2 = math.degrees(k) x = int(360 - k2) print(x) | # 1496509 (0%) import math a=float(input()) b=float(input()) c=float(input()) k=math.acos((1/2((a-b)+(a-c)))/((a-b)**2+(a-c)(b-c))**0.5) y=math.degrees(k) x=int(360-y) print(x) | # 1496581 (100%) import math a = float(input()) b = float(input()) c = float(input()) k = math.acos((0.5*(a-b+a-c))/math.sqrt((a-b)**2 + (a-c)*(b-c))) k2 = math.degrees(k) x = int(360 - k2) print(x) |
# 1496712 (100%) import math a = float(input()) b = float(input()) c = float(input()) theta = math.acos((0.5*((a-b)+(a-c))/math.sqrt((a-b)**(2)+(a-c)*(b-c)))) theta = math.degrees(theta) x = int(360-theta) print(x) |
# 1496720 (100%)
import math
a = float(input())
b = float(input())
c = float(input())
m = a - b
n = a - c
o = b - c
theta = math.acos(((1/2)*(m + n)) / math.sqrt((m**2)+(n*o)))
theta2 = math.degrees(theta)
x = int(360-theta2)
print(x)
|
# 1496319 (0%) import math a = float(input()) b = float(input()) c = float(input()) i = 0.5*((a-b)+(a-c)) j = math.sqrt((a-b)**2+(a-c)*(b-c)) ans = math.acos(i/j) x = int(360-(math.degree(ans))) print(x) | # 1496491 (100%) import math a = input() b = input() c = input() a = float(a) b = float(b) c = float(c) i = 0.5*((a-b)+(a-c)) j = math.sqrt((a-b)**2+(a-c)*(b-c)) ans = math.acos(i/j) x = int(360-(math.degrees(ans))) print(x) |
# 1496286 (100%) import math a = int(input()) b = int(input()) c = int(input()) rad = math.acos((0.5*((a-b)+(a-c)))/((((a-b)**2)+(a-c)*(b-c))**0.5)) x = int(360-math.degrees(rad)) print(x) |
# 1496237 (100%) import math a = int(input()) b = int(input()) c = int(input()) x = math.acos(1/2*((a-b)+(a-c))/ ((a-b)**2 + (a-c)*(b-c))**(1/2)) print(int(360-math.degrees(x))) |
# 1496252 (100%) import math a=float(input()) b=float(input()) c=float(input()) x=0.5*((a-b)+(a-c)) y=math.sqrt((a-b)**2+(a-c)*(b-c)) r=math.acos(x/y) d=math.degrees(r) print(int(360-d)) |
# 1496518 (100%) import math a = float(input()) b = float(input()) c = float(input()) D = math.acos((((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))) x = int(360-(math.degrees(D))) print(x) |
# 1496144 (100%) import math a = float(input()) b = float(input()) c = float(input()) g = math.acos( 1/2*((a-b) + (a-c)) / math.sqrt((a-b)**2 + (a-c)*(b-c))) x = int(360- math.degrees(g)) print(x) |
# 1496327 (100%) import math a= float(input()) b= float(input()) c= float(input()) theta= math.acos((1/2*((a-b)+(a-c)))/math.sqrt(((a-b)**2+(a-c)*(b-c)))) x= int(360-math.degrees(theta)) print(x) |
# 1496105 (0%) import math a=float(input()) b=float(input()) c=float(input()) d=math.acos(1/2((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)*(b-c))) e=d/math.pi*180 x=int(360-e) | # 1496243 (100%)
import math
a = int(input())
b = int(input())
c = int(input())
x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))
result = int(360-math.degrees(x))
print("{:.0f}".format(result))
|
# 1496476 (100%) a = float(input()) b = float(input()) c = float(input()) import math d = math.acos((a-((b+c)/2))/((((a-b)**2)+((a-c)*(b-c)))**0.5)) e = math.degrees(d) x = int(360-e) print(x) |
# 1496474 (100%) import math a = float(input()) b = float(input()) c = float(input()) seta = (math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2+((a-c)*(b-c))))) x = int(360-math.degrees(seta)) print(x) |
# 1496525 (100%) import math a = float(input()) b = float(input()) c = float(input()) d = ((1/2)*((a-b)+(a-c))) e = (((a-b)**(2))+((a-c)*(b-c)))**(1/2) x = int(360-math.degrees(math.acos(d/e))) print(x) |
# 1496143 (100%) import math a = float(input()) b = float(input()) c = float(input()) ceta = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) y = math.degrees(ceta) x = int(360-y) print(x) |
# 1496235 (100%) import math a = float(input()) b = float(input()) c = float(input()) y = math.acos(((0.5)*((a-b)+(a-c))) / math.sqrt( ((a-b)**2) + ((a-c)*(b-c)) ) ) z = math.degrees(y) x = int(360 - z) print(x) |
# 1496225 (100%) import math a = float(input()) b = float(input()) c = float(input()) theta = math.acos((0.5*(a-b+a-c)) / ((a-b)**2+((a-c)*(b-c)))**0.5 ) print(int(360-math.degrees(theta))) |
# 1496406 (100%) import math a = int(input()) b = int(input()) c = int(input()) d = math.acos( ((1/2)*((a-b)+(a-c)))/(((((a-b)**2)+((a-c)*(b-c))))**(1/2))) d = math.degrees(d) x = int(360-d) print(x) |
# 1496477 (0%) import math a = float(input()) b = float(input()) c = float(input()) ceta = math.acos((0.5*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)(b-c))) ceta = math.degrees(ceta) x = int(360 - ceta) print(x) | # 1496564 (0%) import math a = float(input()) b = float(input()) c = float(input()) ceta = math.degree(math.acos((0.5*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)(b-c)))) x = int(360 - ceta) print(x) | # 1496592 (0%) import math a = float(input()) b = float(input()) c = float(input()) ceta = math.degree(math.acos((0.5((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)(b-c)))) x = int(360 - ceta) print(x) | # 1496701 (100%) import math a = float(input()) b = float(input()) c = float(input()) rad = math.acos((0.5*((a-b)+(a-c)))/((((a-b)**2)+(a-c)*(b-c))**0.5)) x = int(360-math.degrees(rad)) print(x) |
# 1496426 (0%) import math a=float(input()) b=float(input()) c=float(input()) n=math.acos((1/2*(a-b+a-c))/math.sqrt((a-b)**2+((a-b)*(a-c)))) b=math.degrees(n) x=int(360-b) print(x) | # 1496454 (0%) import math a=int(input()) b=int(input()) c=int(input()) n=math.acos((1/2*(a-b+a-c))/math.sqrt((a-b)**2+((a-b)*(a-c)))) b=math.degrees(n) x=int(360-b) print(x) | # 1496553 (100%) import math a=float(input()) b=float(input()) c=float(input()) n=math.acos((1/2*(a-b+a-c))/math.sqrt((a-b)**2+((b-c)*(a-c)))) b=math.degrees(n) x=int(360-b) print(x) |
# 1496175 (100%) import math a=float(input()) b=float(input()) c=float(input()) ze=math.acos(((1/2)*((a-b)+(a-c))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))) x=int(360-math.degrees(ze)) print(x) | # 1496305 (100%) import math a=float(input()) b=float(input()) c=float(input()) ze=math.acos((((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))) x=int(360-math.degrees(ze)) print(x) |
# 1496153 (100%) from math import acos, sqrt,degrees a = float(input()) b = float(input()) c = float(input()) zeta = acos((0.5*(a-b+a-c)) / sqrt( (a-b)**2+(a-c)*(b-c) )) print(int(360-degrees(zeta))) |
# 1496184 (100%) import math a = float(input()) b = float(input()) c = float(input()) angle = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((((a-b)**2)+((a-c)*(b-c))))) x = int(360-math.degrees(angle)) print(x) |
# 1496178 (0%) a = float(input()) b = float(input()) c = float(input()) import math q = math.degrees(math.acos(((a-b)+(a-c))/(2*math.sqrt(((a-b)**2)+((a-c)*(b-c)))))) x = int(360-q) | # 1496344 (100%) a = float(input()) b = float(input()) c = float(input()) import math q = math.degrees(math.acos(((a-b)+(a-c))/(2*math.sqrt(((a-b)**2)+((a-c)*(b-c)))))) x = int(360-q) print(x) |
# 1496849 (100%) import math a = float(input()) b = float(input()) c = float(input()) t = math.acos((0.5*(a-b)+0.5*(a-c))/(math.sqrt((a-b)**2 + (a-c)*(b-c)))) d = math.degrees(t) x = int(360-d) print(x) |
# 1496687 (0%) a = float(input()) b = float(input()) c = float(input()) import math x = math.acos((0.5*((a-b)+(a-c)))/(math.sqrt((a-b)**2+((a-b)*(a-c))))) n = int(360-math.degrees(x)) print(n) | # 1496713 (0%) a = float(input()) b = float(input()) c = float(input()) import math x = math.acos((0.5*((a-b)+(a-c)))/(math.sqrt((a-b)**2+((a-b)*(a-c))))) n = int(360-math.degrees(x)) print(n) | # 1496769 (100%)
import math
a = int(input())
b = int(input())
c = int(input())
x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))
result = int(360-math.degrees(x))
print("{:.0f}".format(result))
|
# 1496816 (0%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos((((a-b)+(a-c))/2)/math.sqrt((a-b)**2+((a-c)*(b-c)))) x = int(360-s) print(math.degrees(x)) | # 1496967 (100%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos((((a-b)+(a-c))/2)/math.sqrt((a-b)**2+((a-c)*(b-c)))) y = math.degrees(s) x = int(360-y) print(x) |
# 1496322 (100%) import math a=int(input()) b=int(input()) c=int(input()) ceta= math.acos((0.5*(2*a-b-c))/math.sqrt(((a-b)**2)+(a-c)*(b-c))) x= int(360-math.degrees(ceta)) print(x) | # 1496424 (100%) import math a=float(input()) b=float(input()) c=float(input()) ceta= math.acos((0.5*(2*a-b-c))/math.sqrt(((a-b)**2)+(a-c)*(b-c))) x= int(360-math.degrees(ceta)) print(x) |
# 1496293 (100%) import math a=float(input()) b=float(input()) c=float(input()) y = math.acos((0.5)*((a-b)+(a-c)) / ((a-b)**2+((a-c)*(b-c)))**0.5 ) z = math.degrees(y) x=int(360-z) print(x) |
# 1496234 (0%) import math a= float(input()) b= float(input()) c= float(input()) x= math.acos((0.5*((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) x= int(360-math.degree(x)) print(x) | # 1496324 (0%) import math a= float(input()) b= float(input()) c= float(input()) x= math.acos((0.5*((a-b)+(a-c))))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) x= int(360-math.degree(x)) print(x) | # 1496404 (0%) import math a= float(input()) b= float(input()) c= float(input()) x= math.acos((0.5*((a-b)+(a-c))))/(math.sqrt((a-b)**2+(a-c)(b-c))) x= int(360-math.degree(x)) print(x) | # 1496433 (0%) import math a= float(input()) b= float(input()) c= float(input()) x= math.acos((0.5*((a-b)+(a-c))))/(math.sqrt((a-b)**2+(a-c)*(b-c))) x= int(360-math.degree(x)) print(x) | # 1496561 (0%) import math a= float(input()) b= float(input()) c= float(input()) x= math.acos((0.5*((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) x= int(360-math.degree(x)) print(x) | # 1496605 (0%) import math a= float(input()) b= float(input()) c= float(input()) x= math.acos((0.5*((a-b)+(a-c))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) x= int(360-math.degree(x)) print(x) | # 1496665 (0%) import math a= float(input()) b= float(input()) c= float(input()) x= math.acos((0.5*((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)(b-c)))) x= int(360-math.degree(x)) print(x) | # 1496708 (0%) import math a= float(input()) b= float(input()) c= float(input()) x= math.acos((0.5*((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) x= int(360-math.degree(x)) print(x) | # 1496738 (0%) import math a= float(input()) b= float(input()) c= float(input()) x= math.acos((0.5*((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) x= int(360-math.degree(x)) print(x) | # 1496796 (100%) import math a= float(input()) b= float(input()) c= float(input()) x= math.acos((0.5*((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) x= int(360-math.degrees(x)) print(x) |
# 1496299 (100%) import math a = int(input()) b = int(input()) c = int(input()) j = math.acos((0.5*((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) x = int(360-math.degrees(j)) print(x) |
# 1496382 (100%) import math a = float(input()) b = float(input()) c = float(input()) wongleb = ((1/2*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+((a-c)*(b-c)))) theta = math.acos(wongleb) x = int(360 - math.degrees(theta)) print(x) |
# 1496176 (0%) import math a=int(input()) b=int(input()) c=int(input()) T=((1/2)*((a-b)+(a-c)))/((((a-b)**2)+(a-c)*(b-c))**(1/2)) x=math.acos(T) ans=math.degrees(x) ans2=360-int(ans) print(ans2) | # 1496338 (100%) import math a=int(input()) b=int(input()) c=int(input()) T=((1/2)*((a-b)+(a-c)))/((((a-b)**2)+(a-c)*(b-c))**(1/2)) x=math.acos(T) ans=math.degrees(x) ans2=int(360-ans) print(ans2) |
# 1496453 (100%) import math a = float(input()) b = float(input()) c = float(input()) top = 0.5*((a-b)+(a-c)) bot = math.sqrt(((a-b)**2)+((a-c)*(b-c))) rad = math.acos(top/bot) deg = math.degrees(rad) x = int(360-deg) print (x) |
# 1496320 (0%) import math a=float(input()) b=float(input()) c=float(input()) t= 1 / (math.cos(1/2*((a-b)+(a-c)) / math.sqrt((a-b)**2 + (a-c)*(b-c)))) x=math.degrees(360-t) print(int(x)) | # 1496730 (100%) import math a=float(input()) b=float(input()) c=float(input()) t= math.acos( (1/2) * ((a-b)+(a-c)) / math.sqrt((a-b)**2 + (a-c)*(b-c))) x=360-math.degrees(t) print(int(x)) |
# 1496231 (100%) import math a = float(input()) b = float(input()) c = float(input()) y = math.acos((1/2)*((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)*(b-c))) z = math.degrees(y) x = int(360-z) print(x) |
# 1496258 (100%) import math a = float(input()) b = float(input()) c = float(input()) d = math.sqrt(((a-b)**2) + ((a-c)*(b-c))) y = math.acos((1/2 * ((a-b)+(a-c)))/d) y = math.degrees(y) x = int(360-y) print(x) |
# 1496652 (100%)
import math
a = int(input())
b = int(input())
c = int(input())
x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))
result = int(360-math.degrees(x))
print("{:.0f}".format(result))
|
# 1496250 (100%)
import math
a = int(input())
b = int(input())
c = int(input())
x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))
result = int(360-math.degrees(x))
print("{:.0f}".format(result))
|
# 1496229 (0%) import math a, b, c = int(input()), int(input()), int(input()) Want = math.acos((1/2*((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) print(360 - int(math.degrees(Want))) | # 1496276 (100%) import math a = float(input()) b = float(input()) c = float(input()) t = math.degrees(math.acos((0.5*(2*a - b -c)/math.sqrt((a - b)**2 + (a - c)*(b - c))))) print(int(360-t)) |
# 1496530 (100%) import math a = float(input()) b = float(input()) c = float(input()) t = math.degrees(math.acos((0.5*(2*a - b -c)/math.sqrt((a - b)**2 + (a - c)*(b - c))))) print(int(360-t)) |
# 1496084 (100%) import math a=float(input()) b=float(input()) c=float(input()) t=(1/2)*((a-b)+(a-c)) l=math.sqrt((a-b)**2+(a-c)*(b-c)) m=math.acos(t/l) m=math.degrees(m) x=int(360-m) print(x) |
# 1496455 (0%) a = int(input()) b = int(input()) c = int(input()) y = math.degrees(math.acos((0.5*(a-b+a-c))/((a-b)**2+(a-c)*(b-c))**0.5)) x = int(360-y) print(x) | # 1496505 (0%) import math a=int(input()) b=int(input()) c=int(input()) d= math.acos(((1/2)((a-b)+(a-c)))/(((a-b)**2)+((a-c)(b-c)))**(1/2)) f=math.degrees(d) g=int(360-f) print(g) | # 1496617 (100%) import math a = int(input()) b = int(input()) c = int(input()) y = math.degrees(math.acos((0.5*(a-b+a-c))/((a-b)**2+(a-c)*(b-c))**0.5)) x = int(360-y) print(x) |
# 1496735 (100%) import math a=float(input()) b=float(input()) c=float(input()) s=math.degrees((math.acos( ((a-b)+(a-c))/2/math.sqrt((a-b)**2+((a-c)*(b-c)))))) x=int(360-s) print(x) |
# 1496689 (100%) import math a=int(input()) b=int(input()) c=int(input()) zeta = math.acos((0.5*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+((a-c)*(b-c)))) x=int(360-math.degrees(zeta)) print(x) |
# 1496158 (100%) import math a=float(input()) b=float(input()) c=float(input()) zeta = math.acos((0.5*(2*a-b-c))/((a-b)**2+(a-c)*(b-c))**(0.5)) degree = math.degrees(zeta) x = int(360-degree) print(x) |
# 1496261 (100%) import math a=float(input()) b=float(input()) c=float(input()) f=math.acos((1/2)*((a-b)+(a-c))/((a-b)**(2)+((a-c)*(b-c)))**(1/2)) f=math.degrees(f) x=int(360-f) print(x) |
# 1496151 (0%) import math a=float(input()) b=float(input()) c=float(input()) x=math.acos((1/2*((a-b)+(a-c)))/((((a-b)**2)+(a-c)(b-c))**(1/2)) y=math.degrees(x) z=int(360-y) print(z) | # 1496376 (100%) import math a=float(input()) b=float(input()) c=float(input()) x=math.acos((1/2)*((a-b)+(a-c))/((a-b)**2+((a-c)*(b-c)))**(1/2)) x=math.degrees(x) y=int(360-x) print(y) |
# 1496090 (100%) import math a = float(input()) b = float(input()) c = float(input()) numu = 1/2 * ((a-b) + (a-c)) deno = math.sqrt((a-b)**2 + (a-c)*(b-c)) result = math.degrees(math.acos(numu/deno)) x = int(360 - result) print(x) |
# 1496778 (100%) import math a = float(input()) b = float(input()) c = float(input()) d = 1/2*((a-b)+(a-c)) e = math.sqrt((a-b)**2 + (a-c)*(b-c)) f = math.degrees(math.acos(d/e)) x = int(360-f) print(x) |
# 1496206 (100%)
import math
a = float(input())
b = float(input())
c = float(input())
theta = math.acos(((1/2)*((a-b)+(a-c)))/(math.sqrt(((a-b)**2)+((a-c)*(b-c)))))
y = math.degrees(theta)
x = int(360-y)
print(x)
|
# 1496386 (100%) import math a = int(input()) b = int(input()) c = int(input()) d = 1/2*((a-b)+(a-c)) e = ((a-b)**2+((a-c)*(b-c)))**0.5 f = math.acos(d/e) g = math.degrees(f) h = int(360-g) print(h) |
# 1496677 (100%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos((0.5*((a-b)+(a-c)))/(((a-b)**2+(a-c)*(b-c))**0.5)) z = math.degrees(s) x = int(360-z) print(x) |
# 1496339 (100%) import math a=float(input()) b=float(input()) c=float(input()) arccos= ( (0.5) * ((a-b)+(a-c)) )/(math.sqrt(( (a-b)**2) + ((a-c)*(b-c)) )) theta=math.degrees(math.acos(arccos)) x=(int(360-theta)) print(x) |
# 1496540 (100%) import math a = int(input()) b = int(input()) c = int(input()) z = math.degrees(math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2+((a-c)*(b-c))))) x = int(360-z) print(x) |
# 1496112 (100%) import math a = float(input()) b = float(input()) c =float(input()) rad = math.acos((0.5*( a - b + a - c)/((a-b)**2 + (a-c)*(b-c))**0.5)) deg = math.degrees(rad) x = int(360 - deg) print(x) |
# 1496340 (0%) import math a = int(input()) b = int(input()) c = int(input()) theta = math.acos((0.5((a-b)+(a-c)))/(math.sqrt(((a-b)**2)*(a-b)*(b-c))))) alpha = math.degrees(theta) gramma = int(360-alpha) print(gramma) | # 1496427 (0%) import math a = int(input()) b = int(input()) c = int(input()) theta = math.acos((0.5((a-b)+(a-c)))/(math.sqrt(((a-b)**2)*(a-b)*(b-c)))) alpha = math.degrees(theta) gramma = int(360-alpha) print(gramma) | # 1496483 (0%) import math a = int(input()) b = int(input()) c = int(input()) theta = math.acos((0.5*((a-b)+(a-c)))/(math.sqrt(((a-b)**2)*(a-b)*(b-c)))) alpha = math.degrees(theta) gramma = int(360-alpha) print(gramma) | # 1496549 (0%) import math a = int(input()) b = int(input()) c = int(input()) theta = math.acos((0.5*((a-b)+(a-c)))/(math.sqrt(((a-b)**2)*(a-c)*(b-c)))) alpha = math.degrees(theta) gramma = int(360-alpha) print(gramma) | # 1496572 (100%) import math a = int(input()) b = int(input()) c = int(input()) theta = math.acos((0.5*((a-b)+(a-c)))/(math.sqrt(((a-b)**2)+(a-c)*(b-c)))) alpha = math.degrees(theta) gramma = int(360-alpha) print(gramma) |
# 1496298 (0%) def xyz (a,b,c) : x = 1/2((a-b)+(a-c))/((a-b)**2)+(a-c)*(b-c))**0.5 a = math.degrees(x) y = math.acos(a) return y | # 1496357 (0%) def xyz (a,b,c) : x = 1/2((a-b)+(a-c))/((a-b)**2)+(a-c)*(b-c))**0.5 a = math.acos(x) y = math.degrees(a) return y | # 1496385 (0%) def xyz (a,b,c) : x = 1/2*((a-b)+(a-c))/((a-b)**2)+(a-c)*(b-c))**0.5 a = math.acos(x) y = math.degrees(a) return y | # 1496428 (0%) def xyz (a,b,c) : x = (1/2*((a-b)+(a-c))/((a-b)**2)+(a-c)*(b-c))**0.5 a = math.acos(x) y = math.degrees(a) return y | # 1496622 (0%) import math a = float(input()) b = float(input()) c = float(input()) z = math.acos(0.5(a-b+a-c)/(((a-b)**2+(a-c)(b-c))**0.5)) y = math.degrees(z) g = int(360 - y) print(g) | # 1496645 (0%) import math a = float(input()) b = float(input()) c = float(input()) z = math.acos(0.5(a-b+a-c)/(((a-b)**2+(a-c)(b-c))**0.5)) y = math.degrees(z) x = int(360 - y) print(x) | # 1496690 (0%) import math a = float(input()) b = float(input()) c = float(input()) z = math.acos(0.5(a-b+a-c)/(((a-b)**2+(a-c)(b-c))**0.5)) y = math.degrees(z) g = int(360 - y) print(g) | # 1496809 (0%) import math a = float(input()) b = float(input()) c = float(input()) z = math.acos(0.5(a-b+a-c)/(((a-b)**2+(a-c)(b-c))**0.5)) y = math.degrees(z) g = int(360 - y) print(g) | # 1496828 (0%) import math a=float(input()) b=float(input()) c=float(input()) x=math.acos((((a-b)+(a-c))/2)/(((a-b)2+(a-c)*(b-c))0.5)) y=math.degrees(x) z=int(360-y) print(z) | # 1496847 (0%) import math a=float(input()) b=float(input()) c=float(input()) x=math.acos((((a-b)+(a-c))/2)/(((a-b)2+(a-c)*(b-c))0.5)) y=math.degrees(x) z=int(360-y) print(z) | # 1496867 (0%) import math a = float(input()) b = float(input()) c = float(input()) z = math.acos(0.5(a-b+a-c)/(((a-b)**2+(a-c)(b-c))**0.5)) y = math.degrees(z) x = int(360 - y) print(x) | # 1496874 (0%) import math a = float(input()) b = float(input()) c = float(input()) z = math.acos(0.5(a-b+a-c)/(((a-b)**2+(a-c)(b-c))**0.5)) y = math.degrees(z) x = int(360 - y) print(x) | # 1496902 (0%) import math a = float(input()) b = float(input()) c = float(input()) z = math.acos(0.5*((a-b)+a-c)/(((a-b)**2+(a-c)(b-c))**0.5)) y = math.degrees(z) x = int(360 - y) print(x) | # 1496910 (0%) import math a = float(input()) b = float(input()) c = float(input()) z = math.acos(0.5*((a-b)+a-c)/(((a-b)**2+(a-c)(b-c))**0.5)) y = math.degrees(z) x = int(360 - y) print(x) | # 1496927 (0%) import math a = float(input()) b = float(input()) c = float(input()) z = math.acos(0.5*(a-b+a-c)/(((a-b)**2+(a-c)(b-c))**0.5)) y = math.degrees(z) x = int(360 - y) print(x) | # 1496951 (0%) import math a = float(input()) b = float(input()) c = float(input()) z = math.acos(0.5(a-b+a-c)/(((a-b)**2+(a-c)(b-c))**0.5)) y = math.degrees(z) x = int(360 - y) print(x) | # 1496962 (0%) import math a = float(input()) b = float(input()) c = float(input()) z = math.acos(0.5*(a-b+a-c)/(((a-b)**2+(a-c)(b-c))**0.5)) y = math.degrees(z) x = int(360 - y) print(x) | # 1496974 (0%) import math a = float(input()) b = float(input()) c = float(input()) z = math.acos(0.5*(a-b+a-c)/(((a-b)**2+(a-c*)(b-c))**0.5)) y = math.degrees(z) x = int(360 - y) print(x) | # 1496983 (100%) import math a = float(input()) b = float(input()) c = float(input()) z = math.acos(0.5*(a-b+a-c)/(((a-b)**2+(a-c)*(b-c))**0.5)) y = math.degrees(z) x = int(360 - y) print(x) | # 1496989 (100%) import math a = float(input()) b = float(input()) c = float(input()) z = math.acos(0.5*(a-b+a-c)/(((a-b)**2+(a-c)*(b-c))**0.5)) y = math.degrees(z) x = int(360 - y) print(x) |
# 1496128 (0%) import math a = float(input()) b = float(input()) c = float(input()) y = math.acos((0.5*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) x = math.degrees(y) z = int(360-x) | # 1496147 (100%) import math a = float(input()) b = float(input()) c = float(input()) y = math.acos((0.5*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) x = math.degrees(y) z = int(360-x) print(z) |
# 1496970 (100%) import math a = float(input()) b = float(input()) c = float(input()) d = (a-b)+(a-c) e = ((a-b)**2)+(a-c)*(b-c) f = math.acos((0.5*d)/(e**0.5)) x = 360 - math.degrees(f) print(int(x)) |
# 1496102 (0%) a=int(input()) b=int(input()) c=int(input()) x=int(360-y) y=math.degrees(math.acos(((1/2)((a-b)+(a-c)))/(math.sqrt(((a-b)**2)-(a-c)(b-c))))) | # 1496164 (0%) a=int(input()) b=int(input()) c=int(input()) y=math.degrees(math.acos(((1/2)((a-b)+(a-c)))/(math.sqrt(((a-b)**2)-(a-c)(b-c))))) x=int(360-y) print(x) | # 1496239 (0%) import math a=int(input()) b=int(input()) c=int(input()) y=math.degrees(math.acos(((1/2)((a-b)+(a-c)))/(math.sqrt(((a-b)**2)-(a-c)(b-c))))) x=int(360-y) print(x) | # 1496479 (100%) import math a=int(input()) b=int(input()) c=int(input()) y=math.acos(((1/2)*((a-b)+(a-c)))/(math.sqrt(((a-b)**2)+(a-c)*(b-c)))) x=int(360-math.degrees(y)) print(x) |
# 1496552 (100%) import math a = float(input()) b = float(input()) c = float(input()) z = math.acos(0.5*(a-b+a-c)/(((a-b)**2+(a-c)*(b-c))**0.5)) y = math.degrees(z) x = int(360 - y) print(x) |
# 1496532 (0%) import math a = float(input()) b = float(input()) c = float(input()) x = math.acos(1/2((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c)) y = int(360-math.degrees(x)) print(y) | # 1496586 (0%) import math a = int(input()) b = int(input()) c = int(input()) x = math.acos(1/2((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c)) y = int(360-math.degrees(x)) print(y) | # 1496620 (0%)
import math
a = int(input())
b = int(input())
c = int(input())
x = math.acos(1/2((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))
y = int(360-math.degrees(x))
print("{:.0f}".format(y))
| # 1496648 (100%)
import math
a = int(input())
b = int(input())
c = int(input())
x = math.acos((1/2)*((a-b)+(a-c))/math.sqrt(math.pow(a-b,2)+(a-c)*(b-c)))
result = int(360-math.degrees(x))
print("{:.0f}".format(result))
|
# 1496099 (100%) import math a = int(input()) b = int(input()) c = int(input()) theta = math.acos(((1/2)*((a-b)+(a-c)))/((((a-b)**2)+(a-c)*(b-c))**(1/2))) theta_answer = math.degrees(theta) x = int(360-theta_answer) print(x) |
# 1496468 (100%) import math a=int(input()) b=int(input()) c=int(input()) acos = math.acos(0.5*((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)*(b-c))) deg = math.degrees(acos) print(int(360-deg)) |
# 1496776 (100%) import math a = float(input()) b = float(input()) c = float(input()) y = math.acos(((1/2)*((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)*(b-c)))) x = math.degrees(y) print(int(360-x)) |
# 1496287 (100%) import math a = float(input()) b = float(input()) c = float(input()) A = math.acos((0.5*((a-b)+(a-c)))/((a-b)**2+(a-c)*(b-c))**0.5) A = math.degrees(A) x = int(360 - A) print(x) |
# 1496613 (0%) import math a =float(input()) b=float (input()) c=float (input()) x=int (360-p) d =math.acos(1/2*((a+b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c)) p =math.degrees(d) print (p) | # 1496659 (0%) import math a =float(input()) b=float (input()) c=float (input()) x=int (360-p) d =math.acos(1/2*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c)) p =math.degrees(d) print (p) | # 1496784 (0%) import math a = float(input()) b = float(input()) c = float(input()) z = math.acos(0.5*(a-b+a-c)/(((a-b)**2+(a-c)*(b-c))**0.5)) y = math.degrees(z) x = int(360 - y) print(x) | # 1496936 (0%) import math a = float(input()) b = float(input()) c = float(input()) z = math.acos(1/2*((a-b)+(a-c))/ math.sqrt((a-b)**2+(a-b)*(b-c))) y = math.degrees(z) x = 360-math.degrees(z) print(x) | # 1496957 (0%) import math a = float(input()) b = float(input()) c = float(input()) z = math.acos(1/2*((a-b)+(a-c))/ math.sqrt((a-b)**2+(a-c)*(b-c))) y = math.degrees(z) x = 360-math.degrees(z) print(x) | # 1496979 (100%) import math a = float(input()) b = float(input()) c = float(input()) z = math.acos(1/2*((a-b)+(a-c))/ math.sqrt((a-b)**2+(a-c)*(b-c))) y = math.degrees(z) x = 360-math.degrees(z) print(int(x)) |
# 1496471 (0%) import math a = int(input()) b = int(input()) c = int(input()) h = (a-b)+(a-c) k = ((a-b)**2)+(a-c)(b-c) y = (k)**0.5 z = (0.5*x)/y r = math.acos(z) d = math.degrees(r) x = int(360-d) print(x) | # 1496565 (0%) import math a = float(input()) b = float(input()) c = float(input()) h = (a-b)+(a-c) k = ((a-b)**2)+(a-c)(b-c) y = (k)**0.5 z = (0.5*x)/y r = math.acos(z) d = math.degrees(r) x = int(360-d) print(x) | # 1496716 (0%) import math a = float(input()) b = float(input()) c = float(input()) h = (a-b)+(a-c) k = ((a-b)**2)+(a-c)*(b-c) y = (k)**0.5 z = (0.5*x)/y r = math.acos(z) d = math.degrees(r) x = int(360-d) print(x) | # 1496810 (100%) import math a = float(input()) b = float(input()) c = float(input()) h = (a-b)+(a-c) k = ((a-b)**2)+(a-c)*(b-c) y = (k)**0.5 z = (0.5*h)/y r = math.acos(z) d = math.degrees(r) x = int(360-d) print(x) |
# 1496387 (100%) import math a = float(input()) b = float(input()) c = float(input()) theta = math.acos(((1/2)*((a-b)+(a-c)))/(math.sqrt(((a-b)**2)+((a-c)*(b-c))))) print(int(360-math.degrees(theta))) |
# 1496384 (0%)
a = float(input())
b = float(input())
c = float(input())
def x=int(360-@)
@ = math.acos(1/2(((a-b)+(a-c))/math.sqrt(((a-b)**2)+((a-c)*(b-c)))
print mathdegrees(x)
| # 1496728 (0%)
a = float(input())
b = float(input())
c = float(input())
def x=int(360-@)
@ = math.acos(1/2(((a-b)+(a-c))/math.sqrt(((a-b)**2)+((a-c)*(b-c)))
print mathdegrees(x)
| # 1496841 (100%) import math a = float(input()) b = float(input()) c = float(input()) theta = math.acos((0.5*((a-b)+(a-c)))/(((a-b)**2+((a-c)*(b-c)))**0.5)) a = math.degrees(theta) x=int(360-a) print(x) |
# 1496326 (100%) a = float(input()) b = float(input()) c = float(input()) import math z = math.acos((0.5*(2*a-b-c))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) m = math.degrees(z) x = int(360-m) print(x) |
# 1496205 (100%) a = float(input()) b = float(input()) c = float(input()) import math q = 0.5*((a-b)+(a-c)) s = (((a-b)**2)+ ((a-c)*(b-c)))**0.5 W = q/s A = math.acos(W) B = math.degrees(A) x = int(360-B) print(x) |
# 1496545 (0%)
import math
def the(a,b,c):
d = math.acos((0.5*((a-b)+(a-c))) / math.sqrt(((a-b)**2)+(a-c)*(b-c)))
return d
def main():
x = 360 - d
print(int(x))
| # 1496678 (0%)
import math
def the(a,b,c):
d = math.acos((0.5*((a-b)+(a-c))) / math.sqrt(((a-b)**2)+(a-c)*(b-c)))
return d
def main():
x = 360 - math.degrees(d)
print(int(x))
| # 1496921 (100%) import math a = float(input()) b = float(input()) c = float(input()) d = math.acos((0.5*((a-b)+(a-c))) / math.sqrt(((a-b)**2)+(a-c)*(b-c))) y = int(360 - math.degrees(d)) print(y) | # 1496998 (100%) import math a = float(input()) b = float(input()) c = float(input()) zeta = math.acos((0.5*((a-b)+(a-c))) / math.sqrt(((a-b)**2)+(a-c)*(b-c))) x = int(360 - math.degrees(zeta)) print(x) |
# 1496707 (100%)
import math
a = float(input())
b = float(input())
c = float(input())
def ct(a,b,c) :
return math.degrees(math.acos((((a-b)+(a-c))*1/2)/math.sqrt((a-b)**2+(a-c)*(b-c))))
x = int(360-ct(a,b,c))
print(x)
|
# 1496213 (100%) import math a=int(input()) b=int(input()) c=int(input()) D=math.degrees(math.acos(0.5*((a-b)+(a-c))/((a-b)**2+(a-c)*(b-c))**0.5)) print(int(360 - D)) |
# 1496392 (100%) import math as m a=float(input()) b=float(input()) c=float(input()) r = m.acos( (0.5*((2*a-b-c)) ) / (m.sqrt( ((a-b)**2) +(a-c)*(b-c) )) ) x=int(360-m.degrees(r)) print(x) |
# 1496624 (0%) import math a = float(input()) b = float(input()) c = float(input()) x = (0.5*((a-b)+(a-c)))/((((a-b)**2)+(a-c)*(a-b))**(0.5)) y = math.acos(x) print (360-int(math.degrees(y))) | # 1496825 (0%) import math a = float(input()) b = float(input()) c = float(input()) x = (0.5*((a-b)+(a-c)))/((((a-b)**2)+(a-c)*(b-c))**(0.5)) y = math.acos(x) print (360-int(math.degrees(y))) | # 1496863 (0%) import math a = float(input()) b = float(input()) c = float(input()) x = (0.5*((a-b)+(a-c)))/((((a-b)**2)+(a-c)*(b-c))**(0.5)) y = math.acos(x) print (360-int(math.degrees(y))) | # 1496937 (100%) import math a = float(input()) b = float(input()) c = float(input()) x = (0.5*((a-b)+(a-c)))/((((a-b)**2)+(a-c)*(b-c))**(0.5)) y = math.acos(x) print (359-int(math.degrees(y))) |
# 1496119 (100%) import math a = float(input()) b = float(input()) c = float(input()) theta = math.acos((2 * a - b - c) / (2 * (((a - b) ** 2 + (a - c) * (b - c)) ** 0.5))) x = int(360 - math.degrees(theta)) print(x) |
# 1496744 (100%) import math a = float(input()) b = float(input()) c = float(input()) u = ((a-b)+(a-c))/2 d = math.sqrt((a-b)**2+(a-c)*(b-c)) theta = math.acos(u/d) thetaDEG = math.degrees(theta) x = int(360-thetaDEG) print(x) |
# 1496263 (100%)
import math
a = float(input())
b = float(input())
c = float(input())
theta = math.acos( (0.5*((a-b) + (a-c))) / \
math.sqrt(((a-b)**2 + (a-c)*(b-c))) )
x = int(360-math.degrees(theta))
print(x)
|
# 1496519 (100%) import math a = float(input()) b = float(input()) c = float(input()) zeta = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) zeta = math.degrees(zeta) x = int(360-zeta) print(x) |
# 1496499 (0%) import math a = float(input()) b = float(input()) c = float(input()) theta = math.acos((0.5*((a-b)+(a-c)))/((a-b)**2+((a-c)*(b-c))**0.5)) theta = math.degrees(theta) x=int(360-theta) print(x) | # 1496814 (100%) import math a = float(input()) b = float(input()) c = float(input()) theta = math.acos((0.5*((a-b)+(a-c)))/(((a-b)**2+((a-c)*(b-c)))**0.5)) a = math.degrees(theta) x=int(360-a) print(x) |
# 1496595 (100%) import math a = int(input()) b = int(input()) c = int(input()) f0 = (a-b)+(a-c) f1 = (1/2)*(f0) f1_1 = a-b f1_2 = a-c f1_3 = b-c f2 = (((f1_1)**2)+((f1_2)*(f1_3)))**(1/2) Degree = math.acos(f1/f2) Degree1 = math.degrees(Degree) x = int(360-Degree1) print(x) |
# 1496618 (0%) import math a = float(input()) b = float(input()) c = float(input()) seta = math.acos(((0.5*((a-b)+(a-c)))) / (( ((a-b)**2) + ((a-c) * (a-b)) ) ** 0.5)) deg = math.degrees(seta) n = int(360 - deg) print(n) | # 1496625 (0%) import math a = float(input()) b = float(input()) c = float(input()) seta = math.acos(((0.5*((a-b)+(a-c)))) / (( ((a-b)**2) + ((a-c) * (a-b)) ) ** 0.5)) deg = math.degrees(seta) n = int(360 - deg) print(n) | # 1496742 (100%) import math a = float(input()) b = float(input()) c = float(input()) seta = math.acos(((0.5*((a-b)+(a-c)))) / (( ((a-b)**2) + ((a-c) * (b-c)) ) ** 0.5)) deg = math.degrees(seta) n = int(360 - deg) print(n) | # 1496766 (100%) import math a = float(input()) b = float(input()) c = float(input()) seta = math.acos(((0.5*((a-b)+(a-c)))) / (( ((a-b)**2) + ((a-c) * (b-c)) ) ** 0.5)) deg = math.degrees(seta) n = int(360 - deg) print(n) |
# 1496195 (100%) import math a=int(input()) b=int(input()) c=int(input()) dregree1=math.acos((1/2*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) dregree1=math.degrees(dregree1) x=int(360-dregree1) print(x) | # 1496372 (100%) import math a=float(input()) b=float(input()) c=float(input()) dregree1=math.acos((1/2*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) dregree1=math.degrees(dregree1) x=int(360-dregree1) print(x) |
# 1496317 (100%) import math a=int(input()) b=int(input()) c=int(input()) seta= math.acos((0.5*((a-b)+(a-c)))/((math.sqrt(((a-b)**2)+(a-c)*(b-c))))) x=int(360-math.degrees(seta)) print(x) |
# 1496131 (100%)
import math
def theta(a,b,c):
theta = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2+(a-c)*(b-c))))
theta = math.degrees(theta)
return theta
a = float(input())
b = float(input())
c = float(input())
print(int(360-theta(a,b,c)))
|
# 1496242 (0%) import math a, b, c = float(input()), float(input()), float(input()) h = (0.5)*(2*a-b-c) v = ((a-b)**2+(a-c)*(b-c))**0.5 x = math.acos(h/v) print(360 - math.degrees(x)) | # 1496273 (0%) import math a, b, c = float(input()), float(input()), float(input()) h = (0.5)*(2*a-b-c) v = ((a-b)**2+(a-c)*(b-c))**0.5 x = math.acos(h/v) print(360 - int(math.degrees(x))) | # 1496284 (0%) import math a, b, c = float(input()), float(input()), float(input()) h = (0.5)*(2*a-b-c) v = ((a-b)**2+(a-c)*(b-c))**0.5 x = math.acos(h/v) print(360 - int(math.degrees(x))) | # 1496292 (0%) import math a, b, c = float(input()), float(input()), float(input()) h = (0.5)*(2*a-b-c) v = ((a-b)**2+(a-c)*(b-c))**0.5 x = math.acos(h/v) print(360 - math.degrees(x)) | # 1496315 (100%) import math a, b, c = float(input()), float(input()), float(input()) h = (0.5)*(2*a-b-c) v = ((a-b)**2+(a-c)*(b-c))**0.5 x = math.acos(h/v) print(int(360 - math.degrees(x))) | # 1496526 (100%) import math a, b, c = float(input()), float(input()), float(input()) h = (0.5)*(2*a-b-c) v = ((a-b)**2+(a-c)*(b-c))**0.5 theta = math.acos(h/v) print(int(360 - math.degrees(theta))) |
# 1496485 (100%)
import math
def arc(a,b,c):
sol = math.acos(0.5*(a-b+a-c)/math.sqrt((a-b)**2+(a-c)*(b-c)))
return sol
a = float(input())
b = float(input())
c = float(input())
z = arc(a,b,c)
x = int(360-math.degrees(z))
print(x)
|
# 1496822 (100%) import math a = int(input()) b = int(input()) c = int(input()) y = ((1/2)*(a-b+a-c))/(math.sqrt((a-b)**2+(a-c)*(b-c))) theta = math.acos(y) r = math.degrees(theta) x = int(360-r) print(x) |
# 1496249 (100%) import math a = float(input()) b = float(input()) c = float(input()) ceta_radian = math.acos(((1/2)*((a-b)+(a-c)))/((((a-b)**2)+((a-c)*(b-c)))**0.5)) ceta_degree = math.degrees(ceta_radian) x = int(360 - (ceta_degree)) print(x) |
# 1496759 (0%) import math a = int(input()) b = int(input()) c = int(input()) radian = math.acos(0.5*(2*a-b-c))/(math.sqrt((a-b)**0.5+(a-c)*(b-c))) print math.degrees(360-radian) | # 1496860 (100%)
import math
a = int(input())
b = int(input())
c = int(input())
x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))
result = int(360-math.degrees(x))
print("{:.0f}".format(result))
|
# 1496310 (100%)
import math
a,b,c = int(input()),int(input()),int(input())
x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))
result = int(360-math.degrees(x))
print("{:.0f}".format(result))
| # 1496355 (100%)
import math
a,b,c = int(input()),int(input()),int(input())
x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))
result = int(360-math.degrees(x))
print("{:.0f}".format(result))
| # 1496420 (100%) import math a,b,c = int(input()),int(input()),int(input()) x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c))) result = int(360-math.degrees(x)) print(round(result,0)) |
# 1496110 (0%) import math a = float(input()) b = float(input()) c = float(input()) A = 0.5*(a+a-b-c) B = ((a-b)**2 +(a-c)*(b-c))**0.5 theta = math.acos(A/B) print(math.degrees(int(360-theta))) | # 1496641 (0%) import math a = float(input()) b = float(input()) c = float(input()) A = 0.5*((a-b)+(a-c)) B = ((a-b)**2 +(a-c)*(b-c))**0.5 theta = math.acos(A/B) k = math.radians(theta) x = int(360-k) print(x) | # 1496823 (0%) import math a = float(input()) b = float(input()) c = float(input()) A = 0.5*((a-b)+(a-c)) B = ((a-b)**2 +(a-c)*(b-c))**0.5 theta = math.acos(A/B) x = int(360-theta) print(x) | # 1496896 (0%) import math a = float(input()) b = float(input()) c = float(input()) A = 0.5*((a-b)+(a-c)) B = ((a-b)**2 +(a-c)*(b-c))**0.5 theta = math.acos(A/B) x = int(360-theta) print(math.degrees(x)) | # 1496960 (100%) import math a = float(input()) b = float(input()) c = float(input()) A = 0.5*((a-b)+(a-c)) B = ((a-b)**2 +(a-c)*(b-c))**0.5 theta = math.degrees(math.acos(A/B)) x = int(360-theta) print(x) |
# 1496418 (100%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos((0.5*(a-b+a-c))/((a-b)**2+(a-c)*(b-c))**0.5) x = math.degrees(s) ans = int(360-x) print(ans) |
# 1496567 (100%) import math a = float(input()) b = float(input()) c = float(input()) A = 0.5*((a-b)+(a-c)) B = (a-b)**2 C = (a-c)*(b-c) D = B + C E = math.sqrt(D) F = A/E X = math.acos(F) X = math.degrees(X) x = int(360-X) print(x) | # 1496965 (100%) import math a = int(input()) b = int(input()) c = int(input()) one = 1/2*((a-b)+(a-c)) two = math.sqrt(((a-b)**2)+((a-c)*(b-c))) theta_rad = math.acos(one/two) theta_degrees = math.degrees(theta_rad) x= int(360-theta_degrees) print(x) |
# 1496318 (100%) import math a=int(input()) b=int(input()) c=int(input()) g=((1/2)*((a-b)+(a-c)))/(math.sqrt(((a-b)**2)+((a-c)*(b-c)))) zeta=math.acos(g) seta=math.degrees(zeta) x=int(360-seta) print(x) |
# 1496149 (0%) import math a = float(input()) b = float(input()) c = float(input()) ceta = math.acos(((1/2)*(((a-b)+(a+c))))/(((a-b)**2)+(a-c)*(b-c))**1/2) x = int(360-ceta) print(X) | # 1496220 (0%) import math a = float(input()) b = float(input()) c = float(input()) ceta = math.acos(((1/2)*(((a-b)+(a+c))))/(((a-b)**2)+(a-c)*(b-c))**1/2) ceta2 = math.degree(ceta) x = int(360-ceta2) print(X) | # 1496264 (0%) import math a = float(input()) b = float(input()) c = float(input()) ceta = math.acos(((1/2)*(((a-b)+(a-c))))/(((a-b)**2)+(a-c)*(b-c))**1/2) ceta2 = math.degree(ceta) x = int(360-ceta2) print(X) | # 1496294 (0%) import math a = float(input()) b = float(input()) c = float(input()) ceta = math.acos(((1/2)*(((a-b)+(a-c))))/(((a-b)**2)+(a-c)*(b-c))**1/2) ceta2 = math.degrees(ceta) x = int(360-ceta2) print(X) | # 1496336 (0%) import math a = float(input()) b = float(input()) c = float(input()) ceta = math.acos(((1/2)*(((a-b)+(a-c))))/(((a-b)**2)+(a-c)*(b-c))**0.5) ceta2 = math.degrees(ceta) x = int(360-ceta2) print(X) | # 1496480 (100%) import math a = float(input()) b = float(input()) c = float(input()) ceta = math.acos((0.5*((a-b)+(a-c)))/(((a-b)**2)+(a-c)*(b-c))**0.5) ceta2 = math.degrees(ceta) x = int(360-ceta2) print(x) |
# 1496088 (0%) import math a = input() b = input() c = input() m = 1 / 2 * ((a - b) + (a - c)) n = math.sqrt(math.pow(a - b, 2) + (a - c) * (b - c)) zeta = math.acos(m / n) print(int(360 - zeta)) | # 1496107 (0%) import math a = float(input()) b = float(input()) c = float(input()) m = 1 / 2 * ((a - b) + (a - c)) n = math.sqrt(math.pow(a - b, 2) + (a - c) * (b - c)) zeta = math.acos(m / n) print(int(360 - zeta)) | # 1496127 (100%) import math a = float(input()) b = float(input()) c = float(input()) m = 1 / 2 * ((a - b) + (a - c)) n = math.sqrt(math.pow(a - b, 2) + (a - c) * (b - c)) zeta = math.acos(m / n) print(int(360 - math.degrees(zeta))) |
# 1496101 (100%)
import math
a = int(input())
b = int(input())
c = int(input())
seta = math.degrees(math.acos( (0.5*(a-b+a-c)) / \
(math.sqrt((a-b)**2 + (a-c)*(b-c))) ))
x = int(360 - seta)
print(x)
| # 1496353 (100%)
import math
a = float(input())
b = float(input())
c = float(input())
seta = math.degrees(math.acos( (0.5*(a-b+a-c)) / \
(math.sqrt((a-b)**2 + (a-c)*(b-c))) ))
x = int(360 - seta)
print(x)
|
# 1496117 (100%) import math a = int(input()) b = int(input()) c = int(input()) theta = math.acos((0.5*((a-b)+(a-c))) / (math.sqrt((a-b)**2 +(a-c)*(b-c)))) theta = math.degrees(theta) x = int(360 - theta) print(x) |
# 1496451 (0%)
import math
aa = int(input())
bb = int(input())
cc = int(input())
a = math.degrees(360-aa)
b = math.degrees(360-bb)
c = math.degrees(360-cc)
def f(a,b,c) :
ans = math.acos((((a-b)+(a-c)) / 2) // math.sqrt(((a-b)**2)+((a-c)*(b-c))))
return ans
ans2 = math.degrees(f(aa,bb,cc))
print (ans2)
| # 1496761 (0%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos((0.5((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)(b-c))) x = int(360 - math.degrees(s)) print(x) | # 1496786 (0%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos((0.5((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)(b-c))) x = int(360 - math.degrees(s)) print(x) | # 1496815 (0%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos((0.5((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)(b-c))) x = int(360 - math.degrees(s)) print(x) | # 1496842 (0%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos((0.5*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)(b-c))) x = int(360 - math.degrees(s)) print(x) | # 1496861 (100%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos((0.5*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) x = int(360 - math.degrees(s)) print(x) |
# 1496789 (100%)
import math
a = float(input())
b = float(input())
c = float(input())
d = math.acos((0.5*((a-b)+(a-c)))/math.sqrt((a-b)**2 + (a-c)*(b-c)))
d1 = math.degrees(d)
x = int(360-d1)
print(x)
|
# 1496364 (0%) import math a=float(input()) b=float(input()) c=float(input()) x=math.acos((((a-b)+(a-c))/2)/(((a-b)**2+(a-c)*(b-c))**2)) y=math.degrees(x) z=int(360-y) print(z) | # 1496438 (0%) import math a=float(input()) b=float(input()) c=float(input()) x=math.acos((((a-b)+(a-c))/2)/(((a-b)**2+(a-c)*(b-c))**2)) y=math.degrees(x) z=int(360-y) | # 1496464 (0%) import math a=float(input()) b=float(input()) c=float(input()) x=math.acos((((a-b)+(a-c))/2)/(((a-b)**2+(a-c)*(b-c))**2)) y=math.degrees(x) z=int(360-y) print(z) | # 1496527 (100%) import math a=float(input()) b=float(input()) c=float(input()) x=math.acos((((a-b)+(a-c))/2)/(((a-b)**2+(a-c)*(b-c))**0.5)) y=math.degrees(x) z=int(360-y) print(z) |
# 1496642 (100%) import math a = float(input()) b = float(input()) c = float(input()) theta = math.acos(((1/2)*((a-b)+(a-c))/(math.sqrt(((a-b)**2)+((a-c)*(b-c)))))) theta_degree = math.degrees(theta) x = int(360-theta_degree) print(x) |
# 1496334 (100%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+((a-c)*(b-c)))) s1 = math.degrees(s) x = int(360-s1) print(x) |
# 1496770 (100%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos(((0.5)*((a-b)+(a-c))/(math.sqrt(((a-b)**2)+((a-c)*(b-c)))))) x = int(360-math.degrees(s)) print(x) |
# 1496207 (100%) import math a = int(input()) b = int(input()) c = int(input()) d = math.acos((0.5*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) d = math.degrees(d) x = int(360-d) print(x) |
# 1496267 (100%) import math a = float(input()) b = float(input()) c = float(input()) ceta = math.acos((0.5*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) ceta = math.degrees(ceta) x = int(360-ceta) print(x) |
# 1496529 (0%) a=float(input()) b=float(input()) c=float(input()) z= (math.acos(((1/2)*(a-b+a-c))/(math.sqrt((a-b)**2+(a-c)*(b-c))))) w= math.degrees(z) y= int(360-w) print(y) | # 1496646 (0%) a=float(input()) b=float(input()) c=float(input()) z= math.acos(((1/2)*((a - b)+(a - c)))/((math.sqrt(((a - b)**2) + ((a - c)*(b - c)))))) w= math.degrees(z) y= int(360-w) print(y) | # 1496777 (100%) import math a=float(input()) b=float(input()) c=float(input()) z= math.acos(((1/2)*((a - b)+(a - c)))/((math.sqrt(((a - b)**2) + ((a - c)*(b - c)))))) w= math.degrees(z) y= int(360-w) print(y) |
# 1496133 (100%) import math a=int(input()) b=int(input()) c=int(input()) x=((a-b)+(a-c))/2 y=math.sqrt(((a-b)**2)+((a-c)*(b-c))) zeta=math.acos(x/y) print(int(360-math.degrees(zeta))) | # 1496150 (0%) import math a=int(input()) b=int(input()) c=int(input()) x=((a-b)+(a-c))/2 y=math.sqrt(((a-b)**2)+((a-c)*(b-c))) zeta=math.arccos(x/y) print(int(360-math.degrees(zeta))) | # 1496156 (100%) import math a=int(input()) b=int(input()) c=int(input()) x=((a-b)+(a-c))/2 y=math.sqrt(((a-b)**2)+((a-c)*(b-c))) zeta=math.acos(x/y) print(int(360-math.degrees(zeta))) | # 1496233 (100%) import math a=int(input()) b=int(input()) c=int(input()) x=((a-b)+(a-c))/2 y=math.sqrt(((a-b)**2)+((a-c)*(b-c))) zeta=math.acos(x/y) print(int(360-math.degrees(zeta))) | # 1496275 (100%) import math a = int(input()) b = int(input()) c = int(input()) x = ((a-b)+(a-c))/ 2 y = math.sqrt(((a-b)**2) + ((a-c)*(b-c))) zeta = math.acos(x/y) print(int(360-math.degrees(zeta))) | # 1496348 (100%) import math a = int(input()) b = int(input()) c = int(input()) x = ((a-b)+(a-c)) / 2 y = math.sqrt(((a-b)**2) + ((a-c)*(b-c))) zeta = math.acos(x/y) print(int(360-math.degrees(zeta))) | # 1496494 (100%) import math a = int(input()) b = int(input()) c = int(input()) x = ((a-b)+(a-c)) / 2 y = math.sqrt(((a-b)**2) + ((a-c)*(b-c))) theta = math.acos(x/y) print(int(360-math.degrees(theta))) |
# 1496515 (100%) import math a = float(input()) b = float(input()) c = float(input()) A = 0.5*((a-b)+(a-c)) B = (a-b)**2 C = (a-c)*(b-c) D = B + C E = math.sqrt(D) F = A/E X = math.acos(F) X = math.degrees(X) x = int(360-X) print(x) |
# 1496627 (100%) import math a=int(input()) b=int(input()) c=int(input()) Theta=math.degrees(math.acos((1/2*((a-b)+(a-c)))/((a-b)**2+(a-c)*(b-c))**0.5)) x=int(360-Theta) print (x) |
# 1496093 (100%) import math a=int(input()) b=int(input()) c=int(input()) y=((a-b)+(a-c))/2 z=math.sqrt(((a-b)**2)+((a-c)*(b-c))) zeta=math.acos(y/z) print(int(360-math.degrees(zeta))) |
# 1496329 (100%) import math a = float(input()) b = float(input()) c = float(input()) d = 1/2*((a-b)+(a-c)) q = math.sqrt(((a-b)**2)+(a-c)*(b-c)) cal= math.acos(d/q) ans = math.degrees(cal) print(int(360-ans)) |
# 1496167 (0%) a = int(input()) b = int(input()) c = int(input()) import math de = math.acos(((1/2)*((a-b)+(a+c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) de = math.degree(de) print(int(360-de)) | # 1496236 (0%) a = int(input()) b = int(input()) c = int(input()) import math de = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) de = math.degree(de) print(int(360-de)) | # 1496295 (100%) a = int(input()) b = int(input()) c = int(input()) import math de = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) de = math.degrees(de) print(int(360-de)) |
# 1496606 (100%) import math a = int(input()) b = int(input()) c = int(input()) g = math.acos((1/2*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+((a-c)*(b-c)))) s = math.degrees(g) x = int(360-s) print(x) |
# 1496535 (0%) import math a=float(input()) b=float(input()) c=float(input()) t=math.acos((0.5*(a-b+a-c))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) y=math.degree(t) x=int(360-y) print(x) | # 1496608 (0%) import math a=abs(float(input())) b=abs(float(input())) c=abs(float(input())) t=math.acos((0.5*(a-b+a-c))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) y=math.degree(t) x=int(360-y) print(x) | # 1496672 (100%) import math a=abs(float(input())) b=abs(float(input())) c=abs(float(input())) t=math.acos((0.5*(a-b+a-c))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) y=math.degrees(t) x=int(360-y) print(x) |
# 1496522 (100%) import math a = float(input()) b = float(input()) c = float(input()) m = a-b+a-c n = ((a-b)**2)+(a-c)*(b-c) T = math.acos((0.5*m)/(n**0.5)) x = 360-math.degrees(T) print(int(x)) |
# 1496402 (100%) import math a = float(input()) b = float(input()) c = float(input()) z = math.acos((1/2*((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) y = math.degrees(z) x = int(360-y) print(x) |
# 1496607 (0%) import math a = int(input()) b = int(input()) c = int(input()) x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c))) result = int(360-math.degrees(x)) print(x) | # 1496688 (0%) import math a = int(input()) b = int(input()) c = int(input()) k = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c))) x = int(360-math.degrees(x)) print(x) | # 1496717 (100%) import math a = int(input()) b = int(input()) c = int(input()) k = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c))) x = int(360-math.degrees(k)) print(x) |
# 1496283 (100%) import math a = float(input()) b = float(input()) c = float(input()) xeta = math.acos((1/2*((2*a)-b-c))/(((a-b)**2 +(a-c)*(b-c))**0.5)) d = math.degrees(xeta) x = int(360-d) print(x) |
# 1496190 (100%) import math a = float(input()) b = float(input()) c = float(input()) rad = math.acos(((1/2)*((a-b)+(a-c)))/(((a-b)**2+((a-c)*(b-c)))**0.5)) x = int(360 - math.degrees(rad)) print(x) |
# 1496467 (0%) import math a = float(input()) b = float(input()) c = float(input()) y = math.acos((1/2)*((a-b) + (a-c))/math.sqrt((a-b)**2 + (a-c)*(b-c))) x = int(360 - y) print(x) | # 1496635 (0%) import math a = float(input()) b = float(input()) c = float(input()) y = math.acos((1/2)*((a-b) + (a-c))/math.sqrt((a-b)**2 + (a-c)*(b-c))) x = (360 - math.degrees(y)) print(x) | # 1496674 (100%) import math a = float(input()) b = float(input()) c = float(input()) y = math.acos((1/2)*((a-b) + (a-c))/math.sqrt((a-b)**2 + (a-c)*(b-c))) x = (360 - math.degrees(y)) print(int(x)) |
# 1496311 (0%) import math a=float(input()) b=float(input()) c=float(input()) oper = (1/2*(a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)*(b-c)) ac = math.acos(oper) de = math.degrees(ac) x = int(360-de) print(x) | # 1496431 (100%) import math a=float(input()) b=float(input()) c=float(input()) oper = (1/2*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c)) ac = math.acos(oper) de = math.degrees(ac) x = int(360-de) print(x) |
# 1496517 (100%) import math a = int(input()) b = int(input()) c = int(input()) w = (1/2)*((a-b)+(a-c)) q = math.sqrt((((a-b)**2))+(a-c)*(b-c)) s = math.degrees(math.acos(w/q)) x=(360 - s) print (math.floor(x)) | # 1496544 (100%) import math a = int(input()) b = int(input()) c = int(input()) w = (1/2)*((a-b)+(a-c)) q = math.sqrt((((a-b)**2))+(a-c)*(b-c)) s = math.degrees(math.acos(w/q)) x=(360 - s) print (math.floor(x)) | # 1496845 (100%) import math a =float(input()) b = float(input()) c = float(input()) w = (1/2)*((a-b)+(a-c)) q = math.sqrt((((a-b)**2))+(a-c)*(b-c)) s = math.degrees(math.acos(w/q)) x=(360 - s) print (math.floor(x)) |
# 1496590 (100%)
import math
def arcos(a, b, c):
t = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))
return t
a = int(input())
b = int(input())
c = int(input())
x = int(360-math.degrees(arcos(a,b,c)))
print(int(x))
|
# 1496260 (100%) import math a = int(input()) b = int(input()) c = int(input()) theta = math.acos(((0.5)*((a-b)+(a-c)))/(math.sqrt(((a-b)**2)+(a-c)*(b-c)))) x = int(360-math.degrees(theta)) print(x) |
# 1496145 (100%) import math a = float(input()) b = float(input()) c = float(input()) theta = math.acos((0.5*((a-b)+(a-c)))/(((a-b)**2)+((a-c)*(b-c)))**0.5) degree = math.degrees(theta) x = int(360-degree) print(x) |
# 1496251 (100%) import math a = int(input()) b = int(input()) c = int(input()) s = ((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2 + (a-c)*(b-c)) r = math.degrees(math.acos(s)) ans = int(360 - r) print(ans) |
# 1496215 (100%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos(((1/2)*((a-b)+(a-c)))/((((a-b)**2)+((a-c)*(b-c)))**0.5)) d = math.degrees(s) x = int(360-d) print(int(x)) |
# 1496578 (100%) import math a = int(input()) b = int(input()) c = int(input()) s = math.acos((1/2*(a-b+a-c))/math.sqrt((a-b)**2 +((a-c)*(b-c)))) x = int(360 - math.degrees(s)) x = int(x + 0.5) print(x) |
# 1496187 (100%) import math a = float(input()) b = float(input()) c = float(input()) an = math.degrees(math.acos(((1/2)*((a-b)+(a-c)))/(((a-b)**2+(a-c)*(b-c))**(1/2)))) print(int(360-an)) |
# 1496202 (100%) import math a = float(input()) b = float(input()) c = float(input()) numerator = 1/2*((a-b) + (a-c)) denominator = math.sqrt((a-b)**2 + ((a-c)*(b-c))) seta = math.acos(numerator/denominator) x = int(360-math.degrees(seta)) print(x) |
# 1496437 (100%) import math a = float(input()) b = float(input()) c = float(input()) theta = math.degrees(math.acos((0.5*(a-b+a-c))/math.sqrt((a-b)**2+(a-c)*(b-c)))) x = int(360 - theta) print(x) |
# 1496715 (100%) import math a = int(input()) b = int(input()) c = int(input()) up = 0.5 * ((a-b) + (a-c)) down = math.sqrt(((a-b)**2) + (a-c)*(b-c)) div = up / down theta = math.acos(div) x = int(360-math.degrees(theta)) print(x) |
# 1496414 (0%) import math a = int(input()) b = int(input()) c = int(input()) y = math.acos((0.5((a-b)+(a-c)))/((((a-b)**2)+(a-c)(b-c))**0.5)) y = math.degrees(y) x = int(360-y) print(x) | # 1496512 (100%) import math a = int(input()) b = int(input()) c = int(input()) y = math.degrees(math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2+((a-c)*(b-c))))) x = int(360-y) print(x) |
# 1496423 (100%) import math a = int(input()) b = int(input()) c = int(input()) theta = math.degrees(math.acos(0.5*((a-b)+(a-c))/(math.sqrt((a-b)**2 +(a-c)*(b-c))))) x = int(360 - theta) print(x) |
# 1496421 (100%) import math a = float(input()) b = float(input()) c = float(input()) seta = math.acos(1/2*((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)*(b-c))) x = int(360-math.degrees(seta)) print(x) |
# 1496443 (100%) import math a = int(input()) b = int(input()) c = int(input()) t = math.degrees(math.acos(((1/2)*(a-b+a-c))/math.sqrt((a-b)**2+(a-c)*(b-c)))) x = (int(360-t)) print(x) |
# 1496272 (100%) import math a = float(input()) b = float(input()) c = float(input()) u = 0.5*((a-b)+(a-c)) v = (((a-b)**2)+((a-c)*(b-c)))**0.5 z = u/v theta = math.acos(z) x =int(360-math.degrees(theta)) print(x) |
# 1496377 (100%) import math a = int(input()) b = int(input()) c = int(input()) d = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2 + (a-c)*(b-c))) r = math.degrees(d) x = int(360-r) print(x) |
# 1496302 (100%) import math a=float(input()) b=float(input()) c=float(input()) angle=(1/2*((a-b)+(a-c)))/((a-b)**2 + (a-c)*(b-c))**(1/2) angle1=math.acos(angle) y=math.degrees(angle1) x=int(360-y) print(x) |
# 1496337 (100%) a = float(input()) b = float(input()) c = float(input()) import math y = math.acos((0.5*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+((a-c)*(b-c)))) d = math.degrees(y) x = int(360-d) print(x) |
# 1496555 (100%) a = float(input()) b = float(input()) c = float(input()) import math d = math.acos((0.5*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) x = int(360-math.degrees(d)) print(x) |
# 1496189 (100%) import math a = float(input()) b = float(input()) c = float(input()) w = math.acos((0.5*(a-b+a-c))/math.sqrt(((a-b)**2)+(a-c)*(b-c))) wdeg = math.degrees(w) x = int(360-wdeg) print(x) |
# 1496653 (100%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos((0.5*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) x = int(360 - math.degrees(s)) print(x) |
# 1496118 (100%) import math a=float(input()) b=float(input()) c=float(input()) d=(1/2)*((a-b)+(a-c)) e=math.sqrt((a-b)**2+(a-c)*(b-c)) t=math.acos(d/e) t=math.degrees(t) x=int(360-t) print(x) |
# 1496521 (100%) import math a=int(input()) b=int(input()) c=int(input()) def arccos(a,b,c): y = math.acos((1/2*(a-b+a-c)/(math.sqrt((a-b)**2+(a-c)*(b-c))))) z = math.degrees(y) x = int(360-z) return x print (arccos(a,b,c)) |
# 1496813 (100%) import math a = float(input()) b = float(input()) c = float(input()) theta = math.acos((0.5*((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) y = math.degrees(theta) x = int(360-y) print(x) |
# 1496217 (100%) import math a = float(input()) b = float(input()) c = float(input()) theta = math.acos((0.5*((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) x = int(360-math.degrees(theta)) print(x) |
# 1496791 (100%) import math a = float(input()) b = float(input()) c = float(input()) o = math.acos((1/2)*((a-b)+(a-c))/math.sqrt(((a-b)**2+((a-c)*(b-c))))) x = x= int(360-math.degrees(o)) print(x) | # 1496948 (100%) import math a = float(input()) b = float(input()) c = float(input()) o = math.acos((1/2)*((a-b)+(a-c))/math.sqrt(((a-b)**2+((a-c)*(b-c))))) x = int(360-math.degrees(o)) print(x) |
# 1496569 (100%) import math a = float(input()) b = float(input()) c = float(input()) q = (0.5)*((a-b)+(a-c)) w = math.sqrt( (a-b)**2 + ((a-c)*(b-c)) ) #w = ( ((a-b)**2) -( (a-c)*(b-c)) )**(0.5) #r = math.sqrt( ((a-b)**2) - (a-c)*(b-c) ) #print(w,q) s = math.acos(q/w) x = math.degrees(s) x = int(360-x) print(x) |
# 1496783 (0%) import math a=int(input()) b=int(input()) c=int(input()) q=a-b w=a-c e=b-c r=((1/2)*(q+w)) u=w*e y=(q**2)+u t=math.sqrt(y) i=(r/t) o=math.acos(i) j=math.degrees(o) n=360-j print(n) | # 1496821 (100%) import math a=int(input()) b=int(input()) c=int(input()) q=a-b w=a-c e=b-c r=((1/2)*(q+w)) u=w*e y=(q**2)+u t=math.sqrt(y) i=(r/t) o=math.acos(i) j=math.degrees(o) n=int(360-j) print(n) |
# 1496352 (0%)
import math
a=int(input())
b=int(input())
c=int(input())
x=math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))
x=360-math.degrees(x)
print("{:.0f}".format(x))
| # 1496462 (0%) import math a=int(input()) b=int(input()) c=int(input()) x=math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c))) x=int(360-math.degrees(de)) print(x) | # 1496547 (100%) import math a=int(input()) b=int(input()) c=int(input()) x=math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c))) y=int(360-math.degrees(x)) print(y) |
# 1496528 (100%) import math a = float(input()) b = float(input()) c = float(input()) k = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+((a-c)*(b-c)))) x = int(360-math.degrees(k)) print(x) |
# 1496510 (0%) import math a = float(input()) b = float(input()) c = float(input()) theta1 = math.acos((0.5*((a-b)+(a-c)))/(((a-b)**2 + (a-c)*(b-c))**0.5)) theta2 = math.degrees(theta1) print(int(360-thetad2)) | # 1496551 (100%) import math a = float(input()) b = float(input()) c = float(input()) theta1 = math.acos((0.5*((a-b)+(a-c)))/(((a-b)**2 + (a-c)*(b-c))**0.5)) theta2 = math.degrees(theta1) print(int(360-theta2)) |
# 1496923 (0%) import math a = float(input()) b = float(input()) c = float(input()) math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c))) n = int(360-math.degrees(x)) print(n) | # 1496949 (100%) import math a = float(input()) b = float(input()) c = float(input()) f = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c))) n = int(360-math.degrees(f)) print(n) |
# 1496650 (100%)
import math
a = int(input())
b = int(input())
c = int(input())
x = math.acos((1/2)*((a-b)+(a-c))/math.sqrt(math.pow(a-b,2)+(a-c)*(b-c)))
y = int(360 - math.degrees(x))
print("{:.0f}".format(y))
|
# 1496388 (100%) import math from math import sqrt a = int(input()) b = int(input()) c = int(input()) theta = math.acos((0.5*((a-b)+(a-c)))/(sqrt((a-b)**2+(a-c)*(b-c)))) theta = math.degrees(theta) x = 360 - theta print(int(x)) | # 1496597 (0%) import math from math import sqrt a = int(input()) b = int(input()) c = int(input()) theta = math.acos((0.5*((a-b)+(a-c)))/(sqrt((a-b)**2+(a-c)*(b-c)))) print(360 - math.degrees(theta)) | # 1496636 (100%) import math from math import sqrt a = int(input()) b = int(input()) c = int(input()) theta = math.acos((0.5*((a-b)+(a-c)))/(sqrt((a-b)**2+(a-c)*(b-c)))) theta = math.degrees(theta) x = 360 - theta print(int(x)) |
# 1496168 (100%) import math a=float(input()) b=float(input()) c=float(input()) r1=0.5*((a-b)+(a-c)) r2=math.sqrt((a-b)**2+(a-c)*(b-c)) r=math.acos(r1/r2) print(int(360-math.degrees(r))) |
# 1496200 (100%) import math a=int(input()) b=int(input()) c=int(input()) d=math.acos((0.5*((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)*(b-c)))) x=int(360-math.degrees(d)) print(x) |
# 1496255 (100%) import math a=float(input()) b=float(input()) c=float(input()) y=math.acos((0.5*((a-b)+(a-c)))/(((a-b)**2)+(a-c)*(b-c))**0.5) z=math.degrees(y) x=int(360-z) print(x) |
# 1496698 (100%) import math a = float(input()) b = float(input()) c = float(input()) x = (1/2)*((a-b)+(a-c)) / math.sqrt((a-b)**2 + (a-c)*(b-c)) s = math.acos(x) y = math.degrees(s) print( int(360-y) ) |
# 1496289 (0%) import math a = int(input()) b = int(input()) c = int(input()) z = math.acos(((1/2)*(a-b+a-c))/(math.sqrt((a-b)**2)+((a-c)*(b-c)))) z = math.degrees(z) x = int(360-z) | # 1496508 (0%)
import math
a = int(input())
b = int(input())
c = int(input())
z = math.acos(((1/2)*(a-b+a-c))/(math.sqrt((a-b)**2)+((a-c)*(b-c))))
z = math.degrees(z)
x = int(360-z)
print(x)
| # 1496868 (100%)
import math
a = int(input())
b = int(input())
c = int(input())
z = math.acos(((1/2)*(a-b+a-c))/(math.sqrt(((a-b)**2)+((a-c)*(b-c)))))
z = math.degrees(z)
x = int(360-z)
print(x)
|
# 1496397 (100%) import math a = float(input()) b = float(input()) c = float(input()) z = math.acos(((1/2)*((a-b)+(a-c))/(math.sqrt(((a-b)**2)+((a-c)*(b-c)))))) x = int(360-math.degrees(z)) print(x) |
# 1496125 (100%) import math a=float(input()) b=float(input()) c=float(input()) de=math.acos((1/2*((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) x=int(360-math.degrees(de)) print(x) |
# 1496194 (100%) import math a = int(input()) b = int(input()) c = int(input()) eq = (1/2*((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c))) acos = math.acos(eq) ceta = math.degrees(acos) x = int(360-ceta) print(x) |
# 1496710 (100%) import math a = float(input()) b = float(input()) c = float(input()) x = (1/2)*((a-b)+(a-c)) / math.sqrt((a-b)**2 + (a-c)*(b-c)) s = math.acos(x) y = math.degrees(s) print( int(360-y) ) |
# 1496288 (100%) import math a = int(input()) b = int(input()) c = int(input()) d = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2 + (a-c)*(b-c))) r = math.degrees(d) x = int(360-r) print(x) |
# 1496585 (0%) import math a = float(input()) b = float(input()) c = float(input()) x = math.acos((((a-b)+(a-c))/2)/(math.sqrt((a-b)**2+(b-c)*(a-c)))) s = (360-math.degrees(x)) print(s) | # 1496634 (100%) import math a = float(input()) b = float(input()) c = float(input()) x = math.acos((((a-b)+(a-c))/2)/(math.sqrt((a-b)**2+(b-c)*(a-c)))) s = int(360-math.degrees(x)) print(s) |
# 1496097 (100%) import math a=float(input()) b=float(input()) c=float(input()) p=0.5*((a-b)+(a-c))/(math.sqrt((a-b)**2+(a-c)*(b-c))) seta=math.degrees(math.acos(p)) x=int(360-seta) print(x) |
# 1496748 (100%) import math a=float(input()) b=float(input()) c=float(input()) y=math.acos((1/2*((a-b)+(a-c)))/(math.sqrt(((a-b)**2)+(a-c)*(b-c)))) x=int(360-math.degrees(y)) print(x) |
# 1496296 (100%) import math a = float(input()) b = float(input()) c = float(input()) t = (1/2)*((a-b)+(a-c)) b = math.sqrt(((a-b)**2)+((a-c)*(b-c))) r = math.acos(t/b)/math.pi*180 x = int(360-r) print(x) | # 1496582 (100%) import math a = float(input()) b = float(input()) c = float(input()) t = (1/2)*((a-b)+(a-c)) b = math.sqrt(((a-b)**2)+((a-c)*(b-c))) r = math.acos(t/b) r = math.degrees(r) x = int(360-r) print(x) |
# 1496850 (0%) a = float(input()) b = float(input()) c = float(input()) import math k = math.acos(((0.5)*((a-b)+(a-c)))/((((a-b)**2)+(a-b)*(b-c))**0.5)) x = int(360-math.degrees(k)) print(x) | # 1496956 (100%) a = float(input()) b = float(input()) c = float(input()) import math k = math.acos((1/2*((a-b)+(a-c)))/(math.sqrt(((a-b)**2)+(a-c)*(b-c)))) x = int(360-math.degrees(k)) print(x) |
# 1496140 (100%) import math a=float(input()) b=float(input()) c=float(input()) theta=math.acos((0.5*((a-b)+(a-c)))/math.sqrt((a-b)**2+((a-c)*(b-c)))) x=int(360-math.degrees(theta)) print(x) |
# 1496768 (100%) import math a=float(input()) b=float(input()) c=float(input()) seta=math.acos(1/2*((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)*(b-c))) x=int(360-math.degrees(seta)) print(x) |
# 1496472 (100%)
import math
a = float(input(""))
b = float(input(""))
c = float(input(""))
x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))
y = math.degrees(x)
print(int(360-y))
|
# 1496379 (100%) import math def seta(a,b,c): w = a-b y = a-c z = b-c s = math.acos(0.5*(w+y)/ math.sqrt(w**2+(y*z))) return s a = float(input()) b = float(input()) c = float(input()) x = int(360-math.degrees(seta(a,b,c))) print(x) |
# 1496106 (0%) import math a = float(input()) b = float(input()) c = float(input()) theta = math.acos((0.5*((a-b)+(a-c)))/(((a-b)**2 + (a-c)*(b-c))**0.5)) thetade = int(math.degrees(theta)) print(360-thetade) | # 1496154 (100%) import math a = float(input()) b = float(input()) c = float(input()) theta = math.acos((0.5*((a-b)+(a-c)))/(((a-b)**2 + (a-c)*(b-c))**0.5)) thetade = math.degrees(theta) print(int(360-thetade)) |
# 1496139 (100%) import math a = float(input()) b = float(input()) c = float(input()) d1 = 0.5 * ((a-b)+(a-c)) d2 = math.sqrt((a-b)**2 + (a-c)*(b-c)) acos = math.acos(d1/d2) degree = math.degrees(acos) x = int(360-degree) print(x) |
# 1496172 (100%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos(0.5*(a-b+a-c)/math.sqrt((a-b)**2+(a-c)*(b-c))) x = int(360-math.degrees(s)) print(x) | # 1496375 (100%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos((1/2)*(a-b+a-c)/math.sqrt((a-b)**2+(a-c)*(b-c))) x = int(360-math.degrees(s)) print(x) |
# 1496583 (0%) import math a=float(input()) b=float(input()) c=float(input()) a1=(1/2)*((a)) corner=math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((math.pow(a-b,2))+(a-c)*(b-c))) print(360-math.floor(math.degrees(corner))) | # 1496629 (0%) import math a=float(input()) b=float(input()) c=float(input()) a1=(1/2)*((a)) corner=math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((math.pow(a-b,2))+(a-c)*(b-c))) print(360-math.floor(math.degrees(corner))) | # 1496711 (0%) import math a=float(input()) b=float(input()) c=float(input()) a1=(1/2)*((a)) corner=math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((math.pow(a-b,2))+(a-c)*(b-c))) print(360-math.degrees(corner)) | # 1496771 (100%)
import math
a = float(input(""))
b = float(input(""))
c = float(input(""))
x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))
y = math.degrees(x)
print(int(360-y))
|
# 1496706 (100%) import math a = float(input()) b = float(input()) c = float(input()) x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c))) y = math.degrees(x) print(int(360-y)) |
# 1496808 (100%)
import math
a = float(input(""))
b = float(input(""))
c = float(input(""))
x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))
y = math.degrees(x)
print(int(360-y))
|
# 1496371 (100%) import math a = float(input()) b = float(input()) c = float(input()) detha = math.acos((0.5*((a-b)+(a-c)))/(((a-b)**2 + (a-c)*(b-c))**0.5)) degree = math.degrees(detha) x = int(360-degree) print(x) |
# 1496323 (100%)
import math
a = float(input(""))
b = float(input(""))
c = float(input(""))
x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))
y = math.degrees(x)
print(int(360-y))
|
# 1496109 (0%) import math a = float(input()) b = float(input()) c = float(input()) theta = math.acos((1/2*(2a-b-c))/math.sqrt((a-b**2)+((a-c)*(b-c)))) x = int(360 - theta) x = math.degrees(x) | # 1496123 (0%) import math a = float(input()) b = float(input()) c = float(input()) theta = math.acos((1/2*(2a-b-c))/math.sqrt((a-b**2)+((a-c)*(b-c)))) x = int(360 - theta) x = math.degrees(x) print(x) | # 1496185 (0%) import math a = float(input()) b = float(input()) c = float(input()) theta = math.acos((1/2*((2*a)-b-c))/math.sqrt((a-b**2)+((a-c)*(b-c)))) x = int(360 - theta) x = math.degrees(x) print(x) | # 1496246 (0%) import math a = float(input()) b = float(input()) c = float(input()) theta = math.acos((1/2*((2*a)-b-c))/math.sqrt((a-b**2)+((a-c)*(b-c)))) x = int(360 - x = math.degrees(theta)) print(x) | # 1496270 (0%) import math a = float(input()) b = float(input()) c = float(input()) theta = math.acos((1/2*((2*a)-b-c))/math.sqrt((a-b**2)+((a-c)*(b-c)))) x = int(360 - math.degrees(theta)) print(x) | # 1496380 (0%) import math a = int(input()) b = int(input()) c = int(input()) theta = math.acos((1/2*((a-b)+(a-c)))/math.sqrt((a-b**2)+((a-c)*(b-c)))) x = int(360 - x = math.degrees(theta)) print(x) | # 1496411 (0%) import math a = int(input()) b = int(input()) c = int(input()) theta = math.acos((1/2*((a-b)+(a-c)))/math.sqrt((a-b**2)+((a-c)*(b-c)))) x = int(360 - math.degrees(theta)) print(x) | # 1496516 (0%) import math a = int(input()) b = int(input()) c = int(input()) theta = math.acos((1/2*((a-b)+(a-c)))/math.sqrt((a-b)**2)+((a-c)*(b-c)))) x = int(360 - math.degrees(theta)) print(x) | # 1496550 (0%) import math a = int(input()) b = int(input()) c = int(input()) theta = math.acos((1/2*((a-b)+(a-c)))/math.sqrt((a-b)**2)+((a-c)*(b-c))) x = int(360 - math.degrees(theta)) print(x) | # 1496644 (0%) import math a = int(input()) b = int(input()) c = int(input()) theta = math.acos((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+((a-c)*(b-c)))) x = int(360 - math.degrees(theta)) print(x) | # 1496779 (100%) import math a = int(input()) b = int(input()) c = int(input()) theta = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+((a-c)*(b-c)))) x = int(360 - math.degrees(theta)) print(x) |
# 1496134 (100%) import math a = int(input()) b = int(input()) c = int(input()) upper = 0.5 * ((a-b) + (a-c)) lower = ((a-b)**2 + (a-c)*(b-c)) ** 0.5 zeta = math.acos(upper/lower) x = int(360 - math.degrees(zeta)) print(x) |
# 1496616 (100%) import math a = int(input()) b=int(input()) c=int(input()) n= (0.5 *((a-b)+(a-c)))/((a-b)**2+(a-c)*(b-c))**0.5 seta = math.acos(n) x=int(360 - math.degrees(seta)) print(x) | # 1496673 (100%) import math a = int(input()) b=int(input()) c=int(input()) n=(0.5 *((a-b)+(a-c)))/((a-b)**2+(a-c)*(b-c))**0.5 seta = math.acos(n) x=int(360 - math.degrees(seta)) print(x) |
# 1496100 (100%) import math a = float(input()) b = float(input()) c = float(input()) upper = 0.5 * ((a-b) + (a-c)) lower = math.sqrt((a-b)**2 + (a-c)*(b-c)) rad = math.acos(upper/lower) deg = math.degrees(rad) x = int(360-deg) print(x) |
# 1496466 (0%) import math a = int(input()) b = int(input()) c = int(input()) m = (1/2 * ((a-b)+(a-c))) / (math.sqrt((a-b)**2 + (a-c) * (b-c))) acos = math.acos(m) degree = math.degrees(acos) print(int(360-drgree)) | # 1496496 (100%) import math a = int(input()) b = int(input()) c = int(input()) m = (1/2 * ((a-b)+(a-c))) / (math.sqrt((a-b)**2 + (a-c) * (b-c))) acos = math.acos(m) degree = math.degrees(acos) print(int(360-degree)) | # 1496692 (100%) import math a = int(input()) b = int(input()) c = int(input()) m = (1/2 * ((a-b)+(a-c))) / (math.sqrt((a-b)**2 + (a-c) * (b-c))) acos = math.acos(m) degree = math.degrees(acos) print(int(360-degree)) |
# 1496560 (100%) import math a=float(input()) b=float(input()) c=float(input()) degree=math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) x=int(360-math.degrees(degree)) print(x) |
# 1496543 (100%) import math a = int(input()) b = int(input()) c = int(input()) d =(1/2)*((a-b)+(a-c)) e =math.sqrt((a-b)**2+(a-c)*(b-c)) arccos =math.degrees(math.acos(d/e)) x =int(360-arccos) print(x) |
# 1496694 (100%) import math a = float(input()) b = float(input()) c = float(input()) m = 1/2*((a-b)+(a-c))/(math.sqrt((a-b)**2+(a-c)*(b-c))) z = math.acos(m) t = math.degrees(z) x = int(360-t) print(x) |
# 1496114 (0%)
import math
a = int(input())
b = int(input())
c = int(input())
x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))
result = 360-math.degrees(x)
print("{:.0f}".format(result))
| # 1496130 (0%) import math a = int(input()) b = int(input()) c = int(input()) x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c))) result = 360-math.degrees(x) print(round(result,0)) | # 1496201 (100%)
import math
a = int(input())
b = int(input())
c = int(input())
x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))
result = int(360-math.degrees(x))
print("{:.0f}".format(result))
|
# 1496563 (100%) import math a = float(input()) b = float(input()) c = float(input()) d = math.acos((0.5*(2*a-b-c))/math.sqrt((a-b)**2 + (a-c)*(b-c))) d = math.degrees(d) x = int(360-d) print(x) |
# 1496482 (100%) import math a = float(input()) b = float(input()) c = float(input()) x = math.degrees(math.acos((0.5*(2*a - b -c)/math.sqrt((a - b)**2 + (a - c)*(b - c))))) print(int(360-x)) | # 1496639 (0%) import math a = float(input()) b = float(input()) c = float(input()) D = 1/2*((a-b)+(a-c)) T = math.sqrt((a-b)**2+((a-c)*(b-c))) theta = math.acos(D/T) theta = math.degrees(theta) x = int(360- theta) print() | # 1496691 (100%) import math a = float(input()) b = float(input()) c = float(input()) t = math.degrees(math.acos((0.5*(2*a - b -c)/math.sqrt((a - b)**2 + (a - c)*(b - c))))) print(int(360-t)) | # 1496762 (100%) import math a = float(input()) b = float(input()) c = float(input()) x = math.degrees(math.acos((0.5*(2*a - b -c)/math.sqrt((a - b)**2 + (a - c)*(b - c))))) print(int(360-x)) |
# 1496997 (100%) import math a = float(input()) b = float(input()) c = float(input()) A = 0.5*((a-b)+(a-c)) B = ((a-b)**2 +(a-c)*(b-c))**0.5 m = math.degrees(math.acos(A/B)) x = int(360-m) print(x) |
# 1496266 (100%) import math a=float(input()) b=float(input()) c=float(input()) y=math.degrees(math.acos(0.5*((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)*(b-c)))) x=int(360-y) print(x) |
# 1496679 (100%) import math a = float(input()) b = float(input()) c = float(input()) nuti = math.degrees(math.acos((0.5*(2*a - b -c)/math.sqrt((a - b)**2 + (a - c)*(b - c))))) print(int(360- nuti )) |
# 1496146 (0%) import math a = input() b = input() c = input() note = (1/2((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c)) Ans = math.degrees(math.acos(note)) x = int(360-Ans) print(x) | # 1496191 (0%) import math a = int(input()) b = int(input()) c = int(input()) note = (1/2((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c)) Ans = math.degrees(math.acos(note)) x = int(360-Ans) print(x) | # 1496463 (100%) import math a = int(input()) b = int(input()) c = int(input()) note = (1/2*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c)) Ans = math.degrees(math.acos(note)) x = int(360-Ans) print(x) |
# 1496596 (100%) import math a = int(input()) b = int(input()) c = int(input()) d= math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c))) r= int(360-math.degrees(d)) print(r) |
# 1496666 (100%) import math a = float(input()) b = float(input()) c = float(input()) theta = math.degrees( math.acos ( ( (1/2)*( (a-b) + (a-c) ) ) / math.sqrt( (a-b)**2 + (a-c)*(b-c) ) ) ) x = int(360-theta) print(x) |
# 1496838 (0%) import math a= float(input()) b= float(input()) c= float(input()) x= math.acos(((0.5)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c))) y= math.degreees(x) print(int(360-y)) | # 1496870 (0%)
import math
a= float(input(""))
b= float(input(""))
c= float(input(""))
x= math.acos(((0.5)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))
y= math.degreees(x)
print(int(360-y))
| # 1496891 (100%)
import math
a= float(input(""))
b= float(input(""))
c= float(input(""))
x= math.acos(((0.5)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))
y= math.degrees(x)
print(int(360-y))
| # 1496915 (100%) import math a= float(input()) b= float(input()) c= float(input()) x= math.acos(((0.5)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c))) y= math.degrees(x) print(int(360-y)) |
# 1496238 (0%) import math x = int (360 - math.degrees(x) ) return math.acos(1/2((a-b) + (a-c))/(math.sqrt(a-b)***2+(a-c)*(b-c)) | # 1496486 (0%) import math x = int (360 - math.degrees(x)) e = a-b r = a-c t = b-c return math.acos(1/2(e + r)/(math.sqrt(e)***2+(r*(t)) | # 1496602 (0%) import math x = int (360 - math.degrees(x)) e = a-b r = a-c t = b-c return math.acos 1/2(e + r)/math.sqrt(e)**2+(r*(t)) | # 1496685 (0%) import math x = int (360 - math.degrees(x)) e = a-b r = a-c t = b-c y = 1/2(e + r)/math.sqrt(e)**2+(r*(t)) return math.acos(y) | # 1496741 (0%) import math x = int (360 - math.degrees(x)) e = a-b r = a-c t = b-c x = 1/2(e + r)/math.sqrt(e)**2+(r*(t)) return math.acos(x) | # 1496873 (0%) `import math a = float(input()) b = float(input()) c = float(input()) t = math.degrees(math.acos((0.5*(2*a - b -c)/math.sqrt((a - b)**2 + (a - c)*(b - c))))) print(int(360-t))` | # 1496881 (100%) import math a = float(input()) b = float(input()) c = float(input()) t = math.degrees(math.acos((0.5*(2*a - b -c)/math.sqrt((a - b)**2 + (a - c)*(b - c))))) print(int(360-t)) |
# 1496308 (100%) import math a = int(input()) b = int(input()) c = int(input()) k = math.acos((0.5*(a-b+a-c))/((a-b)**2+(a-c)*(b-c))**0.5) r = math.degrees(k) x = int(360 - r) print(x) |
# 1496113 (100%) import math a = float(input()) b = float(input()) c = float(input()) d = (0.5*(a-b+a-c))/(math.sqrt((a-b)**2+(a-c)*(b-c))) theta = math.degrees(math.acos(d)) x = int(360-theta) print(x) |
# 1496668 (100%) import math a = float(input()) b = float(input()) c = float(input()) t = math.acos(0.5*(a-b+a-c)/math.sqrt((a-b)**2+(a-c)*(b-c))) x = int(360-math.degrees(t)) print(x) |
# 1496265 (100%) import math a = float(input()) b = float(input()) c = float(input()) radian = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) zeta = math.degrees(radian) print(int(360-zeta)) |
# 1496450 (100%) import math a = float(input()) b = float(input()) c = float(input()) x = math.degrees(math.acos((((a-b)+(a-c))/2)/math.sqrt((a-b)**2+((a-c)*(b-c))))) y = int(360-x) print (y) |
# 1496495 (100%)
import math
a = float(input(""))
b = float(input(""))
c = float(input(""))
x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))
y = math.degrees(x)
print(int(360-y))
|
# 1496440 (100%) import math a = float(input()) b = float(input()) c = float(input()) d = ((1/2)*((a-b)+(a-c)))/(math.sqrt(((a-b)**2)+((a-c)*(b-c)))) e = math.acos(d) f = math.degrees(e) x = int(360 - f) print(x) |
# 1496124 (100%) import math a = int(input()) b = int(input()) c = int(input()) d = 0.5 * (a-b+a-c) e = math.sqrt(((a-b)**2) + ((a-c)*(b-c))) arccos = math.degrees(math.acos(d/e)) x = int(360 - arccos) print(x) |
# 1496726 (100%)
import math;
a=float(input())
b=float(input())
c=float(input())
y= math.acos((1/2)*((a-b)+(a-c))/(math.sqrt(((a-b)**2+((a-c)*(b-c))))))
x= int(360-math.degrees(y))
print(x)
|
# 1496709 (0%) a = input() b = input() c = input() import math p = (1/2)*((int(a)-int(b))+(int(a)-int(c))) q = (int(a)-int(b))**2+(int(a)-int(c))(int(b)-int(c)) radian = math.acos(p/(q)**(1/2)) Ans = math.degrees(radian) x = int(360-Ans) print (x) | # 1496875 (0%) a = int(input()) b = int(input()) c = int(input()) import math p = (1/2)*((int(a)-int(b))+(int(a)-int(c))) q = (int(a)-int(b))**2+(int(a)-int(c))(int(b)-int(c)) radian = math.acos(p/(q)**(1/2)) Ans = math.degrees(radian) x = int(360-Ans) print (x) | # 1496920 (100%) a = input() b = input() c = input() import math p = (1/2)*((int(a)-int(b))+(int(a)-int(c))) q = (int(a)-int(b))**2+(int(a)-int(c))*(int(b)-int(c)) radian = math.acos(p/(q)**(1/2)) Ans = math.degrees(radian) x = int(360-Ans) print (x) |
# 1496186 (0%) import math a=float(input()) b=float(input()) c=float(input()) exp1=0.5*((a-b)+(a-c)) exp2=math.sqrt(((a-b)**2)+(a-c)*(b-c)) theta=math.acos(exp1/exp2) degree=math.degrees(theta) x=int(360-degree) ptint(x) | # 1496248 (100%) import math a=float(input()) b=float(input()) c=float(input()) exp1=0.5*((a-b)+(a-c)) exp2=math.sqrt(((a-b)**2)+(a-c)*(b-c)) theta=math.acos(exp1/exp2) degree=math.degrees(theta) x=int(360-degree) print(x) |
# 1496489 (100%) a = int(input()) b = int(input()) c = int(input()) import math x1= 1/2*((a-b)+(a-c)) x2= math.sqrt(((a-b)**2)+(a-c)*(b-c)) P = math.acos(x1/x2) V = math.degrees(P) x = int(360 - V) print(x) |
# 1496281 (0%) a=float(input()) b=float(input()) c=float(input()) e1 = (a-b)+(a-c) e2 = (a-b)**2 e3 = (a-c)*(b-c) s = (e2+e3)**0.5 t= (0.5**e1)/s import math r = math.acos(t) d= math.degrees(r) x=int(360-d) print(x) | # 1496492 (100%) a=float(input()) b=float(input()) c=float(input()) e1 = (a-b)+(a-c) e2 = (a-b)**2 e3 = (a-c)*(b-c) s = (e2+e3)**0.5 t= (0.5*e1)/s import math r = math.acos(t) d= math.degrees(r) x=int(360-d) print(x) |
# 1496253 (100%) import math a = float(input()) b = float(input()) c = float(input()) d = (0.5*((a-b)+(a-c))) e = math.sqrt(((a-b)**2)+((a-c))*(b-c)) zeta = math.acos(d/e) x = math.degrees(zeta) print(int(360-x)) |
# 1496556 (100%) import math a=float(input()) b=float(input()) c=float(input()) th = math.acos(0.5*(a-b+a-c)/math.sqrt((a-b)**2+(a-c)*(b-c))) x=int(360-math.degrees(th)) print(x) |
# 1496282 (0%) import math a = float(input()) b = float(input()) c = float(input()) sum = (1/2*((a-b)+(a-c)))/(((a-b)**2 + (a-c)*(b-c))**1/2) o = math.acos(sum) x = int(360-math.degrees(o)) print(x) | # 1496381 (0%) import math a = float(input()) b = float(input()) c = float(input()) sum = (1/2*((a-b)+(a-c)))/(((a-b)**2 + (a-c)*(b-c))**1/2) o = math.acos(sum) x = int(360-math.degrees(o)) print(x) | # 1496405 (100%) import math a = float(input()) b = float(input()) c = float(input()) sum = ((1/2)*(a-b+a-c))/(((a-b)**2 + (a-c)*(b-c))**(1/2)) o = math.acos(sum) x = int(360-math.degrees(o)) print(x) | # 1496568 (100%) import math a = float(input()) b = float(input()) c = float(input()) sum = ((1/2)*(a-b+a-c))/(((a-b)**2+(a-c)*(b-c))**(1/2)) o = math.acos(sum) x = int(360-math.degrees(o)) print(x) |
# 1496208 (0%)
def arccos(a,b,c):
a = input()
b = input()
c = input ()
x = ((a-b)**2)+((a-c)*(b-c))
y = ((1/2)*((a-b)+(a-c)))/(math.sqrt(x))
degree_rad = math.acos(y)
degree = math.degrees(degree.rad)
x = int(360 - degree)
print x
arccos(a,b,c)
| # 1496316 (0%)
a = input('')
b = input('')
c = input ('')
x = ((a-b)**2)+((a-c)*(b-c))
y = ((1/2)*((a-b)+(a-c)))/(math.sqrt(x))
degree_rad = math.acos(y)
degree = math.degrees(degree.rad)
x = int(360 - degree)
print x
| # 1496354 (0%)
import math
a = input('')
b = input('')
c = input ('')
x = ((a-b)**2)+((a-c)*(b-c))
y = ((1/2)*((a-b)+(a-c)))/(math.sqrt(x))
degree_rad = math.acos(y)
degree = math.degrees(degree.rad)
x = int(360 - degree)
print x
| # 1496374 (0%) import math a = input() b = input() c = input () x = ((a-b)**2)+((a-c)*(b-c)) y = ((1/2)*((a-b)+(a-c)))/(math.sqrt(x)) degree_rad = math.acos(y) degree = math.degrees(degree.rad) x = int(360 - degree) print x | # 1496442 (0%) import math a = input() b = input() c = input () x = ((a-b)**2)+((a-c)*(b-c)) y = ((1/2)*((a-b)+(a-c)))/(math.sqrt(x)) degree_rad = math.acos(y) degree = int(math.degrees(degree.rad)) x = int(360 - degree) print x | # 1496538 (0%) import math a = int(input()) b = int(input()) c = int(input ()) x = ((a-b)**2)+((a-c)*(b-c)) y = ((1/2)*((a-b)+(a-c)))/(math.sqrt(x)) degree_rad = math.acos(y) degree = math.degrees(degree.rad) x = int(360 - degree) print x | # 1496626 (100%) import math a = float(input()) b = float(input()) c = float(input()) A = 0.5*((a-b)+(a-c)) B = (a-b)**2 C = (a-c)*(b-c) D = B + C E = math.sqrt(D) F = A/E X = math.acos(F) X = math.degrees(X) x = int(360-X) print(x) | # 1496802 (100%) import math a = float(input()) b = float(input()) c = float(input()) A = (1/2)*((a-b)+(a-c)) B = (a-b)**2 C = (a-c)*(b-c) D = B + C E = math.sqrt(D) F = A/E X = math.acos(F) X = math.degrees(X) ans = int(360-X) print(ans) | # 1496999 (100%) import math a = int(input()) b = int(input()) c = int(input ()) x = ((a-b)**2)+((a-c)*(b-c)) y = ((1/2)*((a-b)+(a-c)))/(math.sqrt(x)) degree_rad = math.acos(y) degree = math.degrees(degree_rad) x = int(360 - degree) print(x) |
# 1496142 (100%) import math a=float(input()) b=float(input()) c=float(input()) up = 0.5*((a-b)+(a-c)) dw = ((a-b)**2 +(a-c)*(b-c))**0.5 ac = math.acos(up/dw) ans = int(360 - math.degrees(ac)) print(ans) | # 1496196 (100%) import math a=float(input()) b=float(input()) c=float(input()) up = 0.5*((a-b)+(a-c)) dw = ((a-b)**2 +(a-c)*(b-c))**0.5 ac = math.acos(up/dw) ans = int(360 - math.degrees(ac)) print(ans) |
# 1496361 (100%) import math a=float(input()) b=float(input()) c=float(input()) x=math.degrees(math.acos((0.5*(a-b+a-c))/(math.sqrt(((a-b)**2)+((a-c)*(b-c)))))) x=int(360-x) print(x) |
# 1496413 (0%) import math a = int(input()) b = int(input()) c = int(input()) rad = math.acos((1/2*((a-b)+(a-c)))/(math.sqrt((a-b)**2)+(a-c)*(b-c))) x = int(360-math.degrees(rad)) print(x) | # 1496699 (0%) import math a = int(input()) b = int(input()) c = int(input()) rad = math.acos(((1/2*(a-b+a-c)))/(math.sqrt((a-b)**2)+(a-c)*(b-c))) x = int(360-math.degrees(rad)) print(x) | # 1496971 (0%) import math a = int(input()) b = int(input()) c = int(input()) rad = math.acos(((1/2*(a-b+a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c))) x = int(360-math.degrees(rad)) print(x) | # 1496994 (100%) import math a = int(input()) b = int(input()) c = int(input()) rad = math.acos(((1/2*(a-b+a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) x = int(360-math.degrees(rad)) print(x) |
# 1496214 (0%) import math a = float(input()) b = float(input()) c = float(input()) ceta = math.acos((0.5*((a-b)+(a-c)))/(((a-b)**2)+(a-c)*(b-c))) degree = math.degrees(ceta) x = int(360-degree) print(x) | # 1496277 (100%) import math a = float(input()) b = float(input()) c = float(input()) ceta = math.acos((0.5*((a-b)+(a-c)))/(((a-b)**2)+(a-c)*(b-c))**0.5) degree = math.degrees(ceta) x = int(360-degree) print(x) |
# 1496548 (0%)
import math as m
a = float(input())
b = float(input())
c = float(input())
x = m.acos(((0.5)*((a-b)+(a-c)))/m.sqrt(((a-b)**2)+((a-c)*(b-c))))
print("%0.f"%(360-m.degrees(x)))
| # 1496628 (100%) import math as m a = float(input()) b = float(input()) c = float(input()) x = m.acos(((0.5)*((a-b)+(a-c)))/m.sqrt(((a-b)**2)+((a-c)*(b-c)))) print(int(360-m.degrees(x))) |
# 1496198 (100%) import math a= float(input()) b= float(input()) c= float(input()) ans = math.acos((1/2)*(a-b+a-c)/(((a-b)**2+(a-c)*(b-c))**0.5)) ans = math.degrees(ans) ans = int(360-ans) print(ans) |
# 1496570 (100%) import math a = float(input()) b = float(input()) c = float(input()) i = a-b w = a-c k = b-c be = math.sqrt(i**2+(w*k)) sa = math.acos((1/2*(i+w))/be) sa = math.degrees(sa) x = int(360-sa) print(x) |
# 1496537 (100%) import math a = float(input()) b = float(input()) c = float(input()) q = (0.5*((a-b)+(a-c))) e = math.sqrt(((a-b)**2)+((a-c)*(b-c))) theta = math.acos(q/e) x = int(360-math.degrees(theta)) print(x) |
# 1496211 (100%) import math a=float(input()) b=float(input()) c=float(input()) theta=math.acos(((1/2)*((a-b)+(a-c)))/(((a-b)**2)+(a-c)*(b-c))**(1/2)) x=int(360-math.degrees(theta)) print(x) |
# 1496155 (100%) import math a=float(input()) b=float(input()) c=float(input()) up=((a-b)+(a-c))/2 z=((a-b)**2)+((a-c)*(b-c)) down=z**(1/2) ra=math.acos(up/down) de=math.degrees(ra) x=int(360-de) print(x) |
# 1496432 (100%) import math a = float(input()) b = float(input()) c = float(input()) theta_rad = math.acos(((1/2)*((a - b)+(a - c)))/((math.sqrt(((a - b)**2) + ((a - c)*(b - c)))))) theta_deg = math.degrees(theta_rad) x = int(360 - theta_deg) print(x) |
# 1496488 (100%) import math a=int(input()) b=int(input()) c=int(input()) x= math.degrees(math.acos((0.5*((a-b)+(a-c)))/(math.sqrt(((a-b)**2)+((a-c)*(b-c)))))) print(int(360-x)) |
# 1496312 (0%) import math A = int(input()) B = int(input()) C = int(input()) X = math.cos((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)) Y = math.degrees(X) Z = int(360-Y) | # 1496444 (0%) import math A = float(input()) B = float(input()) C = float(input()) X = math.cos((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)) Y = math.degrees(X) Z = int(360-Y) print(Z) | # 1496557 (0%) import math A = float(input()) B = float(input()) C = float(input()) X = math.cos((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)) Z = int(360-math.degrees(X)) print(Z) | # 1496591 (0%) import math A = float(input()) B = float(input()) C = float(input()) X = math.acos((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)) Z = int(360-math.degrees(X)) print(Z) | # 1496671 (0%) import math A =float(input()) B =float(input()) C =float(input()) X =math.acos((1/2)*((a-b)+(a-c))/math.sqrt(((a-b)**2)+(a-c)*(b-c)) Z =int(360-math.degrees(X)) print(Z) | # 1496740 (0%) import math a =float(input()) b =float(input()) c =float(input()) X =math.acos((1/2)*((a-b)+(a-c))/math.sqrt(((a-b)**2)+(a-c)*(b-c)) Z =int(360-math.degrees(X)) print(Z) | # 1496854 (0%) import math a =float(input()) b =float(input()) c =float(input()) x =math.acos((1/2)*((a-b)+(a-c))/math.sqrt(((a-b)**2)+(a-c)*(b-c)) z =int(360-math.degrees(x)) print(z) | # 1496917 (100%) import math a1=float(input()) a2=float(input()) a3=float(input()) n= math.acos((1/2)*((a1-a2)+(a1-a3))/math.sqrt(((a1-a2)**2+((a1-a3)*(a2-a3))))) X= int(360-math.degrees(n)) print(X) |
# 1496103 (0%) import.math a = float(input()) b = float(input()) c = float(input()) x = math.acos(((1/2)*((a-b)+(a-c)))/(math.sqrt(((a-b)^2)+(a-c)*(b-c)))) print(x) | # 1496132 (0%) import.math a = int(input()) b = int(input()) c = int(input()) x = math.acos(((1/2)*((a-b)+(a-c)))/(math.sqrt(((a-b)^2)+(a-c)*(b-c)))) print(x) | # 1496162 (0%) import math a = float(input()) b = float(input()) c = float(input()) x = math.acos(((1/2)*((a-b)+(a-c)))/(math.sqrt(((a-b)^2)+(a-c)*(b-c)))) print(x) | # 1496362 (0%) import math a = float(input()) b = float(input()) c = float(input()) y = math.acos(((1/2)*((a-b)+(a-c)))/(math.sqrt(((a-b)**2)+((a-c)*(b-c))))) z = math.degrees(y) x = 360-z print(x) | # 1496378 (0%) import math a = int(input()) b = int(input()) c = int(input()) y = math.acos(((1/2)*((a-b)+(a-c)))/(math.sqrt(((a-b)**2)+((a-c)*(b-c))))) z = math.degrees(y) x = 360-z print(x) | # 1496429 (100%) import math a = int(input()) b = int(input()) c = int(input()) y = math.acos(((1/2)*((a-b)+(a-c)))/(math.sqrt(((a-b)**2)+((a-c)*(b-c))))) z = math.degrees(y) x = int(360-z) print(x) |
# 1496091 (0%) import math a = float(input()) b = float(input()) c = float(input()) fracTop = 1/2*((a-b)+(a-c)) fracBot = math.sqrt((a-b)**2+(a-b)*(a-c)) theta = math.acos(fracTop/fracBot) x = int(360-math.degrees(theta)) | # 1496157 (0%) import math a = input() b = input() c = input() a = float(a) b = float(b) c = float(c) fracTop = 1/2*((a-b)+(a-c)) fracBot = math.sqrt((a-b)**2+(a-b)*(a-c)) theta = math.acos(fracTop/fracBot) x = int(360-math.degrees(theta)) print(x) | # 1496203 (100%) import math a = input() b = input() c = input() a = float(a) b = float(b) c = float(c) fracTop = 1/2*((a-b)+(a-c)) fracBot = math.sqrt((a-b)**2+(a-c)*(b-c)) theta = math.acos(fracTop/fracBot) x = int(360-math.degrees(theta)) print(x) |
# 1496743 (0%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos((0.5((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)(b-c))) x = int(360 - math.degrees(s)) print(x) | # 1496767 (0%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos((0.5((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)(b-c))) x = int(360 - math.degrees(s)) print(x) | # 1496882 (0%) import math a = float(input()) b = float(input()) c = float(input()) x = math.acos(((1/2)((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)(b-c))) y = math.degrees(x) print(int(360-y)) | # 1496907 (0%) import math a = float(input()) b = float(input()) c = float(input()) x = math.acos(((1/2)*8((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)**(b-c))) y = math.degrees(x) print(int(360-y)) | # 1496926 (0%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos((0.5((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)(b-c))) x = int(360 - math.degrees(s)) print(x) | # 1496940 (0%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos((0.5**((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)**(b-c))) x = int(360 - math.degrees(s)) print(x) | # 1496964 (0%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos((0.5**((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)**(b-c))) x = int(360 - math.degrees(s)) print(x) | # 1496978 (0%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos((0.5*((a-b)+(a-c)))/math.sqrt((a-b)*2+(a-c)*(b-c))) x = int(360 - math.degrees(s)) print(x) | # 1496986 (100%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos((0.5*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) x = int(360 - math.degrees(s)) print(x) |
# 1496165 (100%) import math a = int(input()) b = int(input()) c = int(input()) t1 = 0.5*((a-b) + (a-c)) t2 = ((a-b)**2 + ((a-c)*(b-c)))**0.5 deg = math.acos(t1/t2) rad = math.degrees(deg) x = int(360 - rad) print(x) | # 1496383 (100%) import math a = float(input()) b = float(input()) c = float(input()) t1 = 0.5*((a-b) + (a-c)) t2 = ((a-b)**2 + ((a-c)*(b-c)))**0.5 deg = math.acos(t1/t2) rad = math.degrees(deg) x = int(360 - rad) print(x) |
# 1496152 (0%) #quizweek2 import math a = float(input()) b = float(input()) c = float(input()) exp1 = ((a-b) + (a-c))/2 exp2 = (a-b)**2 + (a-c)*(b-c) exp2 = math.sqrt(exp2) inside_arccos = exp1*exp2 theta = math.acos(inside_arccos) theta = math.degrees(theta) x = int(360 - theta) print(x) | # 1496271 (100%) #quizweek2 import math a = float(input()) b = float(input()) c = float(input()) exp1 = ((a-b) + (a-c))/2 exp2 = (a-b)**2 + (a-c)*(b-c) exp2 = math.sqrt(exp2) inside_arccos = exp1/exp2 theta = math.acos(inside_arccos) theta = math.degrees(theta) x = int(360 - theta) print(x) |
# 1496584 (0%) import math a = float(input()) b = float(input()) c = float(input()) d1 = 1/2*((a-b)+(a-c)) d2 = (a-b)**2+((a-c)*(b-c)) d = math.acos(d1/(math.sqrt(d2))) d3 = int(math.degrees(d)) x = int(360-d3) print(int(x)) | # 1496611 (100%) import math a = float(input()) b = float(input()) c = float(input()) d1 = 1/2*((a-b)+(a-c)) d2 = (a-b)**2+((a-c)*(b-c)) d = math.acos(d1/(math.sqrt(d2))) d3 = math.degrees(d) x = int(360-d3) print(int(x)) |
# 1496313 (0%) import math a=float(input()) b=float(input()) c=float(input()) up=(2*a-b-c)/2 down1=(a-b)**2 down2=(a-c)*(b-c) down=math.sqrt(down1+down2) e=up/down t=math.acos(e) x=int(360-math.degrees(t)) | # 1496331 (100%) import math a=float(input()) b=float(input()) c=float(input()) up=(2*a-b-c)/2 down1=(a-b)**2 down2=(a-c)*(b-c) down=math.sqrt(down1+down2) e=up/down t=math.acos(e) x=int(360-math.degrees(t)) print(x) |
# 1496221 (100%) import math a=float(input()) b=float(input()) c=float(input()) y=(a-b/2-c/2)/math.sqrt((a-b)**2+(a-c)*(b-c)) z=math.acos(y) k=math.degrees(z) x=360-k print(int(x)) |
# 1496751 (0%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos((0.5((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)(b-c))) x = int(360 - math.degrees(s)) print(x) | # 1496837 (100%) import math a = float(input()) b = float(input()) c = float(input()) x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c))) y = math.degrees(x) print(int(360-y)) |
# 1496181 (100%) import math a = int(input()) b = int(input()) c = int(input()) s = ((1/2)*((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c))) teta = math.acos(s) x = int(360-math.degrees(teta)) print(x) |
# 1496513 (100%) import math a = float(input()) b = float(input()) c = float(input()) cal = (0.5*((a-b)+(a-c)))/((a-b)**2+((a-c)*(b-c)))**(0.5) radi = math.acos(cal) degree = math.degrees(radi) x = int(360-degree) print(x) |
# 1496148 (100%) import math a=int(input()) b=int(input()) c=int(input()) upper = 0.5*((a-b)+(a-c)) lower = ((a-b)**2+((a-c)*(b-c)))**0.5 innner = upper/lower radian = math.acos(innner) degree = math.degrees(radian) X=int(360-degree) print(X) |
# 1496439 (0%) import math a = float(input()) b = float(input()) c = float(input()) m = 1/2*((a-b)+(a-c)) n = math.sqrt((a-b)**2+(a-c)*(b-c)) z = math.acos(m/n) x = int(360-math.degree(z)) print (x) | # 1496484 (100%) import math a = float(input()) b = float(input()) c = float(input()) m = 1/2*((a-b)+(a-c)) n = math.sqrt((a-b)**2+(a-c)*(b-c)) z = math.acos(m/n) x = int(360-math.degrees(z)) print (x) |
# 1496562 (100%) import math a = float(input()) b = float(input()) c = float(input()) x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c))) n = int(360-math.degrees(x)) print(n) |
# 1496604 (100%) import math a = float(input()) b = float(input()) c = float(input()) s1 = a-b s2 = b-c s3 = a-c s4 = (s1+s3)/2 s5 = ((s1**2)+(s3*s2))**0.5 s6 = s4/s5 s = math.acos(s6) degrees = math.degrees(s) print(int(360-degrees)) |
# 1496661 (0%)
import math
a = float(input())
b = float(input())
c = float(input())
thi = math.acos((1/2)*[(a-b)+(a-c)]/math.sqrt((a-b)**2+(a-c)(b-c))
math.degraee(thi)
thira = int(360-thi)
print(thirad)
| # 1496686 (0%)
import math
a = float(input())
b = float(input())
c = float(input())
thi = math.acos((1/2)*((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)(b-c))
math.degraee(thi)
thira = int(360-thi)
print(thirad)
| # 1496697 (0%)
import math
a = float(input())
b = float(input())
c = float(input())
thi = math.acos((1/2)*((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)(b-c))
math.degraee(thi)
thira = int(360-thi)
print(thira)
| # 1496750 (0%)
import math
a = float(input())
b = float(input())
c = float(input())
thi = math.acos((1/2)*((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)(b-c))
math.degrees(thi)
thira = int(360-thi)
print(thira)
| # 1496900 (100%) import math a = int(input()) b = int(input()) c = int(input()) a222 = 0.5*((a-b) + (a-c)) b222 = ((a-b)**2 + ((a-c)*(b-c)))**0.5 asdsad = math.acos(a222/b222) rad = math.degrees(asdsad) x = int(360 - rad) print(x) | # 1496961 (100%) import math a = int(input()) b = int(input()) c = int(input()) a222 = 0.5*((a-b) + (a-c)) b222 = ((a-b)**2 + ((a-c)*(b-c)))**0.5 asdsad = math.acos(a222/b222) rad = math.degrees(asdsad) x = int(360 - rad) print(x) |
# 1496115 (0%) import math a = float(input()) b = float(input()) c = float(input()) upper = 0.5((a-b)+(a-c)) lower = math.sqrt(((a-b)**2)+(a-c)(b-c)) inside = upper - lower xeta = (math.cos(inside)) x = int(360-xeta) | # 1496135 (0%) import math a = float(input()) b = float(input()) c = float(input()) upper = 0.5((a-b)+(a-c)) lower = math.sqrt(((a-b)**2)+(a-c)(b-c)) inside = upper/lower xeta = (math.cos(inside)) x = int(360-xeta) | # 1496173 (0%) import math a = float(input()) b = float(input()) c = float(input()) upper = 0.5((a-b)+(a-c)) lower = math.sqrt(((a-b)**2)+(a-c)(b-c)) inside = upper/lower xeta = (math.cos(inside))**(-1) x = int(360-xeta) | # 1496227 (0%) import math a = float(input()) b = float(input()) c = float(input()) upper = 0.5((a-b)+(a-c)) lower = math.sqrt(((a-b)**2)+(a-c)(b-c)) inside = upper/lower xeta = (math.acos(inside)) xeta2 = math.degrees(xeta) x = int(360-xeta2) | # 1496400 (0%) import math a = float(input()) b = float(input()) c = float(input()) upper = 0.5((a-b)+(a-c)) lower = math.sqrt(((a-b)**2)+(a-c)(b-c)) inside = upper/lower xeta = math.acos(inside) xeta2 = math.degrees(xeta) x = int(360-xeta2) return x | # 1496441 (0%) import math a = float(input()) b = float(input()) c = float(input()) upper = 0.5((a-b)+(a-c)) lower = math.sqrt(((a-b)**2)+(a-c)(b-c)) inside = upper/lower xeta = math.acos(inside) xeta2 = math.degrees(xeta) x = int(360-xeta2) print(x) | # 1496449 (0%) import math a = float(input()) b = float(input()) c = float(input()) upper = 0.5((a-b)+(a-c)) lower = math.sqrt(((a-b)**2)+(a-c)(b-c)) inside = upper/lower xeta = math.acos(inside) xeta2 = math.degrees(xeta) x = int(360-xeta2) print(x) | # 1496621 (100%) import math a = int(input()) b = int(input()) c = int(input()) m = (1/2*((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c))) radians = math.acos(m) degree = math.degrees(radians) print(int(360-degree)) |
# 1496111 (0%)
import math
a = int(input())
b = int(input())
c = int(input())
x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))
result = 360-math.degrees(x)
print("{:.0f}".format(result))
| # 1496116 (0%) import math a = int(input()) b = int(input()) c = int(input()) x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c))) result = 360-math.degrees(x) | # 1496216 (100%)
import math
a = int(input())
b = int(input())
c = int(input())
x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))
result = int(360-math.degrees(x))
print("{:.0f}".format(result))
| # 1496274 (0%)
import math
a = int(input())
b = int(input())
c = int(input())
x = math.acos(((1/2)*(2a-b-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))
result = int(360-math.degrees(x))
print("{:.0f}".format(result))
| # 1496280 (100%)
import math
a = int(input())
b = int(input())
c = int(input())
x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))
result = int(360-math.degrees(x))
print("{:.0f}".format(result))
| # 1496490 (100%)
import math
a = float(input())
b = float(input())
c = float(input())
x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))
result = int(360-math.degrees(x))
print("{:.0f}".format(result))
|
# 1496546 (100%) import math a=float(input()) b=float(input()) c=float(input()) m= math.acos((1/2)*((a-b)+(a-c))/math.sqrt(((a-b)**2+((a-c)*(b-c))))) x= int(360-math.degrees(m)) print(x) |
# 1496736 (100%) import math a = float(input()) b = float(input()) c = float(input()) x = (1/2)*((a-b)+(a-c)) / math.sqrt((a-b)**2 + (a-c)*(b-c)) s = math.acos(x) y = math.degrees(s) print( int(360-y) ) |
# 1496222 (100%) import math a = float(input()) b = float(input()) c = float(input()) up = (1/2)*((a-b)+(a-c)) down = math.sqrt((a-b)**2+((a-c)*(b-c))) seta = math.acos(up/down) x = int(360-math.degrees(seta)) print (x) |
# 1496290 (0%) import math a = float(input()) b = float(input()) c = float(input()) d = (a-b)+(a-c) e = (a-b)**2 f = math.sqrt(e+((a-c)*(b-c))) g = ((1/2)*d)/f h = math.acos(g) x = 360 - math.degrees(h) print(x) | # 1496416 (0%) import math a = float(input()) b = float(input()) c = float(input()) d = (a-b)+(a-c) e = (a-b)**2 f = math.sqrt(e+((a-c)*(b-c))) g = ((1/2)*d)/f h = math.acos(g) x = 360 - math.degrees(h) int(x) print(x) | # 1496554 (0%) import math a = float(input()) b = float(input()) c = float(input()) d = (a-b)+(a-c) e = (a-b)**2 f = math.sqrt(e+((a-c)*(b-c))) g = ((1/2)*d)/f h = math.acos(g) x = 360 - math.degrees(h) x = int(m) print(m) | # 1496704 (100%) import math a = float(input()) b = float(input()) c = float(input()) d = (a-b)+(a-c) e = (a-b)**2 f = math.sqrt(e+((a-c)*(b-c))) g = ((1/2)*d)/f h = math.acos(g) x = int(360 - math.degrees(h)) print(x) |
# 1496457 (0%) import math a = float(input()) b = float(input()) c = float(input()) top = ((1/2)*((a-b)+(a-c))) bot = (((a-b)**2)+((a-c)*(b-c)))*(1/2) seta = math.acos(top/bot) x = int(360 - (math.degrees(seta))) print(x) | # 1496534 (100%) import math a = float(input()) b = float(input()) c = float(input()) top = ((1/2)*((a-b)+(a-c))) bot = (((a-b)**2)+((a-c)*(b-c)))**(1/2) seta = math.acos(top/bot) x = int(360 - (math.degrees(seta))) print(x) | # 1496774 (100%) import math a = float(input()) b = float(input()) c = float(input()) top = ((1/2)*((a-b)+(a-c))) bot = (((a-b)**2)+((a-c)*(b-c)))**(1/2) seta = math.acos(top/bot) x = int(360 - (math.degrees(seta))) print(x) |
# 1496395 (0%) import math a = input() b = input() c = input() q = math.acos( (1/2*((a-b)+(a+b))) / math.sqrt((a-b)**2 + (a-c)*(b-c)) ) x = 360 - math.degerees(q) print(x) | # 1496734 (100%) import math a = int(input()) b = int(input()) c = int(input()) q = math.acos( (1/2*((a-b)+(a-c))) / math.sqrt((a-b)**2 + (a-c)*(b-c)) ) x = int(360 - math.degrees(q)) print(x) |
# 1496141 (0%) import math a = float(input()) b = float(input()) c = float(input()) upper = ((a-b)+(a-c))/2 lower = (((a-b)**2)+((a-c)(b-c)))**0.5 rad = math.acos(upper/lower) deg = math.degrees(rad) x = int(360-deg) print(x) | # 1496285 (100%) import math a = float(input()) b = float(input()) c = float(input()) upper = ((a-b)+(a-c))/2 lower = (((a-b)**2)+((a-c)*(b-c)))**0.5 rad = math.acos(upper/lower) deg = math.degrees(rad) x = int(360-deg) print(x) |
# 1496954 (0%) ```import math a = float(input()) b = float(input()) c = float(input()) fac = (1/2)*((a-b)+(a-c)) div = math.sqrt((a-b)**2 + (a-c)*(b-c)) theta = math.acos(fac/div) print(int(360-math.degrees(theta))) ``` | # 1496966 (0%) ```import math a = float(input()) b = float(input()) c = float(input()) fac = (1/2)*((a-b)+(a-c)) div = math.sqrt((a-b)**2 + (a-c)*(b-c)) theta = math.acos(fac/div) print(int(360-math.degrees(theta))) | # 1496975 (0%) ```import math a = float(input()) b = float(input()) c = float(input()) fac = (1/2)*((a-b)+(a-c)) div = math.sqrt((a-b)**2 + (a-c)*(b-c)) theta = math.acos(fac/div) print(int(360-math.degrees(theta))) | # 1496988 (100%) import math a = float(input()) b = float(input()) c = float(input()) fac = (1/2)*((a-b)+(a-c)) div = math.sqrt((a-b)**2 + (a-c)*(b-c)) theta = math.acos(fac/div) print(int(360-math.degrees(theta))) |
# 1496539 (100%) import math a = float(input()) b = float(input()) c = float(input()) radian = math.acos(((1/2)*((a-b)+(a-c)))/(((a-b)**2+((a-c)*(b-c))))**0.5) x = math.degrees(radian) x = int(360-x) print(x) |
# 1496859 (100%) import math a = float(input()) b = float(input()) c = float(input()) x = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c))) c = int(360-math.degrees(x)) print(c) |
# 1492345 (0%) import math a = int(input()) b = int(input()) c = int(input()) s = (a-b)+(a-c)/2 t = (a-b)**2 +(a-b)*(a-c) radian = math.acos(s/t**0.5) degree = math.degrees(radian) print(int(360-degree)) | # 1492346 (0%) import math a = int(input()) b = int(input()) c = int(input()) s = ((a-b)+(a-c))/2 t = (a-b)**2 +(a-b)*(a-c) radian = math.acos(s/t**0.5) degree = math.degrees(radian) print(int(360-degree)) | # 1492347 (0%) import math a = int(input()) b = int(input()) c = int(input()) s = ((a-b)+(a-c))/2 t = (a-b)**2 +(a-b)*(a-c) radian = math.acos(s/(t**2)) degree = math.degrees(radian) print(int(360-degree)) | # 1492348 (0%) import math a = int(input()) b = int(input()) c = int(input()) s = ((a-b)+(a-c))/2 t = (a-b)**2 +(a-b)*(b-c)) radian = math.acos(s/(t**2)) degree = math.degrees(radian) print(int(360-degree)) | # 1492349 (0%) import math a = int(input()) b = int(input()) c = int(input()) s = ((a-b)+(a-c))/2 t = (a-b)**2 +(a-b)*(b-c) radian = math.acos(s/(t**2)) degree = math.degrees(radian) print(int(360-degree)) | # 1492350 (0%) import math a = int(input()) b = int(input()) c = int(input()) s = ((a-b)+(a-c))/2 t = (a-b)**2 +(a-c)*(b-c) radian = math.acos(s/(t**2)) degree = math.degrees(radian) print(int(360-degree)) | # 1492351 (100%) import math a = int(input()) b = int(input()) c = int(input()) s = ((a-b)+(a-c))/2 t = (a-b)**2 +(a-c)*(b-c) radian = math.acos(s/(t**0.5)) degree = math.degrees(radian) print(int(360-degree)) |
# 1492621 (100%) import math a = float(input()) b = float(input()) c = float(input()) top = 0.5 * ((a-b)+(a-c)) bottom = (((a-b)**2) + ((a-c)*(b-c))) ** 0.5 print(int(360-math.degrees(math.acos(top/bottom)))) |
# 1492866 (100%) a = int(input()) b = int(input()) c = int(input()) import math theta = math.acos(1/2*((a-b)+(a-c))/math.sqrt((a-b)**2 + (a-c)*(b-c))) x = 360 - math.degrees(theta) # print(int(x)) |
# 1492405 (100%) import math a = float(input()) b = float(input()) c = float(input()) t = 1/2*((a-b)+(a-c))/(((a-b)**2+(a-c)*(b-c))**0.5) x = int(360 - math.degrees(math.acos(t))) print(x) |
# 1492009 (100%) import math a = float(input()) b = float(input()) c = float(input()) theta = math.acos((0.5*((a-b)+(a-c)))/((a-b)**2+(a-c)*(b-c))**0.5) print(int(360-math.degrees(theta))) |
# 1496588 (0%) import math a = int(input()) b = int(input()) c = int(input()) o = math.acos(0.5((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)(b-c))) o = math.degrees(o) x = int(360-o) print(x) | # 1496631 (0%) import math a = int(input()) b = int(input()) c = int(input()) o = math.acos(0.5((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)(b-c))) o = math.degrees(o) x = int(360-o) print(x) | # 1496681 (0%) import math a = int(input()) b = int(input()) c = int(input()) o = math.acos(0.5((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)(b-c))) o = math.degrees(o) x = int(360-o) print(x) | # 1496752 (0%) import math a = int(input()) b = int(input()) c = int(input()) o = math.acos(0.5((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)(b-c))) o = math.degrees(o) x = int(360-o) print(x) |
# 1496760 (0%)
import math
a = input("a = ")
a = int(input("b = "))
a = int(input("c = "))
def math.acos(x):
for i in range():
return [(a-b)+(a-c)} / [(a-b)**2 + (a-c)*(b-c)]**1/2
|
# 1496680 (0%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos((0.5*((a-b)+(a-c)))/(((a-b)**2+((a-c)*(b-c)))**1/2)) ceta = math.degrees(s) x = int(360-ceta) print(x) | # 1496733 (0%) import math a=float(input()) b=float(input()) c=float(input()) y=(1/2)((a-b)+(a-c))/math.sqrt(((a-b)**2)+((a-c)(b-c))) theta=math.degrees(math.acos(y)) x=int(360-theta) print(x) | # 1496820 (0%) import math a=float(input()) b=float(input()) c=float(input()) y=(1/2)((a-b)+(a-c))/math.sqrt(((a-b)**2)+((a-c)(b-c))) theta=math.degrees(math.acos(y)) x=int(360-theta) print(x) |
# 1496667 (0%) import math a=float(input()) b=float(input()) c=float(input()) d=math.acos((0.5*((a-b)+(a-c)))/(((a-b)**2)+((a-c)*(b-c)))**(1/2)) x=int(math.degrees(d)) y=360-x print(y) |
# 1496725 (0%) import math a = float(input()) b = float(input()) c = float(input()) e = (0.5*((a-b)+(a-c))) f = (math.sqrt((a-b)**2+(a-c)(b-c))) k = math.acos(e/f) h = math.degrees(k) z = int(360-h) print(z) | # 1496836 (0%) import math a = float(input()) b = float(input()) c = float(input()) e = (0.5*((a-b)+(a-c))) f = (math.sqrt((a-b)**2+(a-c)(b-c))) k = math.acos(e/f) h = math.degree(k) z = int(360-h) print(z) |
# 1496703 (0%) import math a=float(input()) b=float(input()) c=float(input()) A=0.5*(a-b)+(a-c) B=(((a-b)**2)+((a-c)*(b-c)))**0.5 de=math.acos(A/B) x=int(360-math.degrees(de)) print(x) |
# 1496498 (0%) import math a = float(input()) b = float(input()) c = float(input()) y = math.acos((0.5*(a-b+a-c))/((((a-b)**2)+(a-b)*(b-c))**0.5)) z = math.degrees(y) x = int(360-z) print(x) |
# 1496121 (0%) a = float(input()) b = float(input()) c = float(input()) import math z = math.acos(((1/2)((a-b) + (a-c))) / math.sqrt(((a-b)**2) + (a-c)*(b-c)) x = int(360 - z) print(x) | # 1496174 (0%) a = float(input()) b = float(input()) c = float(input()) import math z = math.acos(((1/2)((a-b) + (a-c))) / math.sqrt(((a-b)**2) + (a-c)*(b-c)) x = int(360 - z) print(math.degree(x)) | # 1496230 (0%) a = float(input()) b = float(input()) c = float(input()) import math z = math.acos(((1/2)((a-b) + (a-c))) / math.sqrt(((a-b)**2) + (a-c)*(b-c)) x = int(360 - z) print(math.degree (x) ) | # 1496342 (0%) a = float(input()) b = float(input()) c = float(input()) import math z = math.acos(((1/2)((a-b) + (a-c))) / math.sqrt(((a-b)**2) + (a-c)*(b-c)) x = int(360 - math.degree(z)) print(x) | # 1496425 (0%) a = float(input()) b = float(input()) c = float(input()) import math z = math.acos(((1/2)((a-b) + (a-c))) / math.sqrt(((a-b)**2) + (a-c)*(b-c)) x = int(360 - math.degree(z)) print(x) | # 1496436 (0%) a = float(input()) b = float(input()) c = float(input()) import math z = math.acos(((1/2)((a-b) + (a-c))) / math.sqrt(((a-b)**2) + (a-c)*(b-c))) x = int(360 - math.degree(z)) print(x) | # 1496524 (0%) a = float(input()) b = float(input()) c = float(input()) import math z = math.acos((((1/2)((a-b) + (a-c))) / math.sqrt(((a-b)**2) + (a-c)*(b-c)))) x = int(360 - math.degree(z) print(x) | # 1496684 (0%) a = float(input()) b = float(input()) c = float(input()) import math z = math.acos((((1/2)((a-b) + (a-c))) / math.sqrt(((a-b)**2) + (a-c)*(b-c)))) x = int(360 - math.degrees(z)) print(x) | # 1496693 (0%) a = float(input()) b = float(input()) c = float(input()) import math z = math.acos((((1/2)((a-b) + (a-c))) / math.sqrt(((a-b)**2) + (a-c)*(b-c)))) x = int(360 - math.degrees(z)) print(x) | # 1496732 (0%) a = float(input()) b = float(input()) c = float(input()) import math z = math.acos((((1/2)((a-b) + (a-c))) / math.sqrt(((a-b)**2) + (a-c)*(b-c)))) x = int(360 - math.degrees(z)) print(x) | # 1496803 (0%) a = float(input()) b = float(input()) c = float(input()) import math z = math.acos((((1/2)((a-b) + (a-c))) / math.sqrt(((a-b)**2) + (a-c)*(b-c)))) x = int(360 - math.degrees(z)) print(x) | # 1496894 (0%) a = float(input()) b = float(input()) c = float(input()) import math z = math.acos((((1/2)((a-b) + (a-c))) / math.sqrt(((a-b)**2) + (a-c)*(b-c)))) x = int(360 - (z)) print(math.degrees(x)) |
# 1496598 (0%)
import math
x = input()
y = input()
z = input()
a = int(x)
b = float(y)
c = float(z)
d = 0.5*((a-b)+(a-c))/((a-b)**2+(a-c)(b-c))**0.5
d = math.degree(d)
x = int(360, zeta)
print(x)
| # 1496675 (0%)
import math
x = input()
y = input()
z = input()
a = int(x)
b = int(y)
c = int(z)
d = 0.5*((a-b)+(a-c))/((a-b)**2+(a-c)(b-c))**0.5
d = math.degree(d)
s = int(360, zeta)
print(s)
| # 1496737 (0%)
import math
x = input()
y = input()
z = input()
a = int(x)
b = int(y)
c = int(z)
d = 0.5*((a-b)+(a-c))/((a-b)**2+(a-c)(b-c))**0.5
d = math.degree(d)
s = int(360, d)
print(s)
| # 1496753 (0%)
import math
x = input()
y = input()
z = input()
a = int(x)
b = int(y)
c = int(z)
d = 0.5*((a-b)+(a-c))/((a-b)**2+(a-c)(b-c))**0.5
d = math.degree(d)
s = int(360, d)
print(s)
| # 1496832 (0%)
import math
x = input()
y = input()
z = input()
a = int(x)
b = int(y)
c = int(z)
d = 0.5*((a-b)+(a-c))/(((a-b)**2)+(a-c)(b-c))**0.5
d = math.degree(d)
s = int(360, d)
print(s)
| # 1496869 (0%)
import math
x = input()
y = input()
z = input()
a = int(x)
b = int(y)
c = int(z)
d = (0.5*((a-b)+(a-c)))/(((a-b)**2)+(a-c)(b-c))**0.5)
d = math.degree(d)
s = int(360, d)
print(s)
| # 1496901 (0%)
import math
x = input()
y = input()
z = input()
a = int(x)
b = int(y)
c = int(z)
d = (0.5*((a-b)+(a-c)))/((a-b)**2)+(a-c)(b-c))**0.5)
d = math.degree(d)
s = int(360, d)
print(s)
| # 1496933 (0%)
import math
x = input()
y = input()
z = input()
a = int(x)
b = int(y)
c = int(z)
d = (0.5*((a-b)+(a-c)))/((a-b)**2)+(a-c)(b-c))**0.5)
d = math.degree(d)
s = int(360, d)
print(s)
|
# 1496210 (0%) import math a = float(input()) b = float(input()) c = float(input()) q = (1/2)*((a-b)+(a-c)) e = math.sqrt(((a-b)**2)+((a-b)*(b-c))) s = math.acos(q/e) v = math.degrees(s) x = int(360 - v) print(x) | # 1496349 (0%) import math a = float(input()) b = float(input()) c = float(input()) q = (1/2)*((a-b)+(a-c)) e = math.sqrt(((a-b)**2)+((a-b)*(b-c))) z = q/e s = math.acos(z) v = math.degrees(s) x = int(360 - v) print(x) | # 1496366 (0%) import math a = float(input()) b = float(input()) c = float(input()) q = ((a-b)+(a-c))/2 e = math.sqrt(((a-b)**2)+((a-b)*(b-c))) z = q/e s = math.acos(z) v = math.degrees(s) x = int(360 - v) print(x) | # 1496511 (0%) import math a = float(input()) b = float(input()) c = float(input()) q = (1/2)*((a-b)+(a-c)) e = (((a-b)**2)+((a-b)*(b-c)))**(1/2) s = math.acos(q/e) v = math.degrees(s) x = int(360 - v) print(x) | # 1496856 (0%) import math a = float(input()) b = float(input()) c = float(input()) q = (1/2)*((a-b)+(a-c)) e = (((a-b)**2)+((a-b)*(b-c)))**(1/2) s = math.acos(q/e) v = math.degrees(s) x = int(360 - v) print(x) |
# 1496180 (0%) import math a=input() b=input() c=input() top=((a+b)+(a-c))/2 bt=math.sqrt((a-b)**2+((a-c)*(b-c))) teta=math.acos(top/bt) ans=int(360-math.degrees(teta)) print(ans) | # 1496603 (0%) import math a = int(input()) b = int(input()) c = int(input()) top = ((a + b) + (a - c)) / 2 bt = math.sqrt(((a - b) ** (2)) + ((a - c) * (b - c))) teta = math.acos(top / bt) o=math.degrees(teta) ans=int(360-o) print(ans) | # 1496772 (0%) import math a = int(input()) b = int(input()) c = int(input()) top = ((a + b) + (a - c)) / 2 bt = math.sqrt(((a - b) ** (2)) + ((a - c) * (b - c))) teta = math.acos(float(top / bt)) o=math.degrees(teta) ans=int(360-o) print(ans) |
# 1496844 (0%) import math a=int(input()) b=int(input()) c=int(input()) |
# 1496895 (0%) import math a = int(input()) b = int(input()) c = int(input()) z = math.acos(1/2*((a-b) + (a-c))/math.sqrt((a-b)**2+(a-c)*(b-c))) x = int(360 - z) print(z) |
# 1496660 (0%) import math a = int(input()) b = int(input()) c = int(input()) y = math.degrees(math.acos((0.5(a-b)+(a-c))/(((a-b)**2)+(a-c)*(b-c))**0.5)) x = int(360-y) print(x) | # 1496840 (0%) import math a = int(input()) b = int(input()) c = int(input()) y = math.degrees(math.acos((0.5(a-b)+(a-c))/(((a-b)**2)+(a-c)*(b-c))**0.5)) x = int(360-y) print(x) |
# 1496993 (0%) import math a = float(input()) b = float(input()) c = float(input()) y = math.acos((2*a-b-c)/2*math.sqrt((a-b)**2+(a-c)*(b-c))) x = int(360-math.degrees(y)) |
# 1496587 (0%) import math def arc_cos(x): a = input(int()) b = input(int()) c = input(int()) y = math.acos((1/2((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) x = int(math.degrees(360-y)) return x | # 1496817 (0%) import math a = input(int()) b = input(int()) c = input(int()) y = math.acos((1/2((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) x = int(math.degrees(360-y)) print (x) | # 1496880 (0%) import math def arc_cos(x): a = input(int()) b = input(int()) c = input(int()) y = math.acos((1/2((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) x = int(math.degrees(360-y)) return x |
# 1496812 (0%) import math a=float(input()) b=float(input()) c=float(input()) mum=math.acos((((1/2)*(a-b))/(a-c))/(math.sqrt((a-b)**2+((a-c)*(a-b))))) w=math.degrees(mum) x=int(360-w) print(x) |
# 1496887 (0%)
import math
def f(x) :
a=int(input())
b=int(input())
c=int(input())
d=(a-b)+(a-c)
e=(((a-b)**2)+((a-c)(b-c)))**0.5
y=math.acos(((1/2)*d)/e)
return x=int(math.degrees(360-y))
print(x)
|
# 1496633 (0%) import math a = float(input()) b = float(input()) c = float(input()) u = ((a-b+a-c)/2) d = (math.sqrt((a-b)**2)+((a-c)*(b-c))) degree = math.degrees(u/d) acos = math.acos(degree) ans = int(360-acos) print (ans) | # 1496879 (0%) import math a = float(input()) b = float(input()) c = float(input()) u = ((a-b+a-c)/2) d = (math.sqrt((a-b)**2)+((a-c)*(b-c))) acos = math.acos(u/d) degree = math.degrees(acos) ans = int(360-acos) print (ans) |
# 1496969 (0%) def approximated_arccos(a,b,c): y= math.acos(((1/2)*((a-b)+(a-c))/(((a-b)**2))+(a-c)(a-b))**(0.5)) return y def degree(x) x =int(360-y) return x print math.degree(approximated_arccos(a,b,c)) |
# 1496864 (0%) import math a = float(input()) b = float(input()) c = float(input()) deg = math.acos(0.5*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c)) z=math.degrees (x) x=int(360-z) print (x) | # 1496886 (0%) import math a = float(input()) b = float(input()) c = float(input()) deg = math.acos(0.5*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c)) z=math.degrees (deg) x=int(360-z) print (x) | # 1496903 (0%) import math a = float(input()) b = float(input()) c = float(input()) deg = math.acos(0.5*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c)) z=math.degrees(deg) x=int(360-z) print (x) | # 1496928 (0%) import math a = float(input()) b = float(input()) c = float(input()) deg = math.acos((0.5)*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c)) z=math.degrees(deg) x=int(360-z) print (x) | # 1496939 (0%) import math a = float(input()) b = float(input()) c = float(input()) deg = math.acos((0.5)*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c)) z = math.degrees(deg) x = int(360-z) print (x) | # 1496952 (0%) import math a = float(input()) b = float(input()) c = float(input()) deg = math.acos((0.5)*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c)) v = math.degrees(deg) x = int(360-v) print (x) | # 1496959 (0%) import math a = float(input()) b = float(input()) c = float(input()) deg = math.acos((0.5)*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c)) v = math.degrees(deg) x = int(360-v) print (x) | # 1496987 (0%) import math a = float(input()) b = float(input()) c = float(input()) deg = math.acos((0.5)*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c)) v = math.degrees(deg) x = int(360-v) print(x) |
# 1496795 (0%)
import math
a = float(input())
b = float(input())
c = float(input())
def angle(a,b,c):
q = math.cos((0.5[(a-b)+(a-c)])/math.sqrt([((a-b)**2)+(a-b)(a-c)]))
return math.degree(q)
def trans(q):
x = int(360 - q)
return x
print(trans(q))
|
# 1496804 (0%) import math a = float(input()) b = float(input()) c = float(input()) y = math.acos((0.5*((a-b)+(a-c)))/(math.sqrt((a-b)**2+((a-c)*(b-c))))) x = int((360-y)) x = int(math.degrees(x)) print(x) | # 1496980 (0%) import math a = float(input()) b = float(input()) c = float(input()) y = math.acos((0.5*((a-b)+(a-c)))/(math.sqrt((a-b)**2+((a-c)*(b-c))))) x = int((360-y)) x = int(math.degrees(x)) print(x) |
# 1496138 (0%) a=float(inpuut()) b=float(inpuut()) c=float(inpuut()) d=math.acos(((1/2)((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) x=int(360-d) print(x) | # 1496188 (0%) a=float(inpuut()) b=float(inpuut()) c=float(inpuut()) d=math.acos(((1/2)((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) e=math.degrees(d) x=int(360-e) print(x) | # 1496244 (0%) a=float(inpuut()) b=float(inpuut()) c=float(inpuut()) d=math.acos(((1/2)((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) x=int(360-d) print(math.degrees(x)) | # 1496247 (0%) a=float(inpuut()) b=float(inpuut()) c=float(inpuut()) d=math.acos(((1/2)((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) x=int(360-d) print(math.degrees(x)) | # 1496297 (0%) a=float(inpuut()) b=float(inpuut()) c=float(inpuut()) d=math.acos(((1/2)*((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) x=int(360-d) print(math.degrees(x) | # 1496328 (0%) import math a=float(inpuut()) b=float(inpuut()) c=float(inpuut()) d=math.acos(((1/2)*((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) x=int(360-d) print(math.degrees(x)) | # 1496542 (0%) import math a=float(inpuut()) b=float(inpuut()) c=float(inpuut()) d=math.acos(e/f) e=(1/2)*((a-b)+(a-c)) f=math.sqrt((a-b)**2+(a-c)*(b-c)) x=int(360-math.degrees(d)) print(x) | # 1496695 (0%) import math a=float(inpuut()) b=float(inpuut()) c=float(inpuut()) e=(1/2)*((a-b)+(a-c)) f=math.sqrt((a-b)**2+(a-c)*(b-c)) d=math.acos(e/f) x=int(360-math.degrees(d)) print(x) | # 1496858 (0%) import math a=float(inpuut()) b=float(inpuut()) c=float(inpuut()) e=(1/2)*((a-b)+(a-c)) f=math.sqrt((a-b)**2+(a-c)*(b-c)) d=math.acos(e/f) g=math.degrees(d) x=int(360-g) print(x) | # 1496878 (0%) import math a=float(inpuut()) b=float(inpuut()) c=float(inpuut()) h=(1/2)*((a-b)+(a-c)) f=math.sqrt((a-b)**2+(a-c)*(b-c)) d=math.acos(h/f) g=math.degrees(d) x=int(360-g) print(x) | # 1496955 (0%) import math a=float(inpuut()) b=float(inpuut()) c=float(inpuut()) h=(0.5)*((a-b)+(a-c)) f=math.sqrt((a-b)**2+(a-c)*(b-c)) d=math.acos(h/f) g=math.degrees(d) x=int(360-g) print(x) |
# 1496747 (0%) import math a = float(input()) b = float(input()) c = float(input()) seta = math.acos((0.5*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) radian = math.degrees(seta) x = int(360-round(radian)) print (x) | # 1496764 (0%) import math a = float(input()) b = float(input()) c = float(input()) seta = math.acos((0.5*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) radian = math.degrees(seta) x = int(360-round(radian)) print (x) |
# 1496346 (0%)
import math
x = float(input())
y = float(input())
z = float(input())
def f(x,y,z):
a = math.degrees(x)
b = math.degrees(y)
c = math.degrees(z)
return math.acos(((((a-b)+(a-c))/2)/(math.sqrt((a-b)**2 + (a-c)(b-c)))))
| # 1496415 (0%)
import math
x = float(input())
y = float(input())
z = float(input())
def f(a,b,c):
a = math.degrees(x)
b = math.degrees(y)
c = math.degrees(z)
return math.acos(((((a-b)+(a-c))/2)/(math.sqrt((a-b)**2 + (a-c)(b-c)))))
| # 1496714 (0%)
import math
x = float(input())
y = float(input())
z = float(input())
def f(a,b,c):
a = math.degrees(x)
b = math.degrees(y)
c = math.degrees(z)
return math.acos(((((a-b)+(a-c))/2)/(math.sqrt((a-b)**2 + (a-c)(b-c)))))
x = int(360-f(a,b,c))
| # 1496829 (0%) import math a = float(input()) b = float(input()) c = float(input()) seta = math.acos((0.5*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) radian = math.degrees(seta) x = int(360-round(radian)) print (x) | # 1496947 (0%) import math a = float(input()) b = float(input()) c = float(input()) seta = math.acos((0.5*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))) radian = math.degrees(seta) x = int(360-round(radian)) print(x) |
# 1496566 (0%)
import math
a = float(input())
b = float(input())
c = float(input())
def teta(a,b,c):
radian = math.acos((1/2 * (2 * a - b - c ))/(math.sqrt(((a-b)**2)+((a - c)*( b - c)))))
return math.degrees(radian)
x = 360 - int(teta(a ,b,c))
print(x)
| # 1496632 (0%)
import math
a = float(input())
b = float(input())
c = float(input())
def teta(a,b,c):
radian = math.acos((1/2 * (2 * a - b - c ))/(math.sqrt(((a-b)**2)+((a - c)*( b - c)))))
return radian
d = math.degree(teta(a,b,c))
x = 360 - int(d)
print(x)
| # 1496773 (0%)
import math
a = float(input())
b = float(input())
c = float(input())
def teta(a,b,c):
radian = math.acos((1/2 * ((a -b )+(a - c))/(math.sqrt(((a-b)**2)+((a - c)*( b - c)))))
return math.degrees(radian)
x = 360 - int(teta(a ,b,c))
print(x)
| # 1496792 (0%)
import math
a = float(input())
b = float(input())
c = float(input())
def teta(a,b,c):
radian = math.acos((1/2 * ((a -b )+(a - c))/(math.sqrt(((a-b)**2)+((a - c)*( b - c)))))
return math.degrees(radian)
x = 360 - int(teta(a ,b,c))
print(x)
| # 1496855 (0%)
import math
a = float(input())
b = float(input())
c = float(input())
def teta(a,b,c):
radian = math.acos((1/2 * ( 2*a - (b+c))/(math.sqrt(((a-b)**2)+((a - c)*( b - c)))))
return math.degrees(radian)
x = 360 - int(teta(a ,b,c))
print(x)
| # 1496919 (0%)
import math
a = float(input())
b = float(input())
c = float(input())
def teta(a,b,c):
radian = math.acos(1/2 * ((a -b )+(a - c))/(math.sqrt(((a-b)**2)+((a - c)*( b - c)))))
return math.degrees(radian)
x = 360 - int(teta(a ,b,c))
print(x)
| # 1496963 (0%)
import math
a = float(input())
b = float(input())
c = float(input())
def teta(w,h,k):
radian = math.acos(1/2 * (2*w -(h +k))/(math.sqrt(((w-h)**2)+((w - k)*( h - k)))))
return math.degrees(radian)
x = 360 - int(teta(a,b,c))
print(x)
|
# 1496658 (0%) import math a = float(input()) b = float(input()) c = float(input()) z = math.acos((0.5*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(a-b))) y = math.degrees(z) x = int(360 - y) print(x) | # 1496818 (0%) import math a = float(input()) b = float(input()) c = float(input()) z = math.acos((0.5*(2a-b-c))/math.sqrt((a-b)**2 + (a-c)(b-c))) y = math.degrees(z) x = int(360 - y) print(x) | # 1496866 (0%) import math a = float(input()) b = float(input()) c = float(input()) z = math.acos((0.5*(2*a-b-c))/math.sqrt((a-b)**2 + (a-c)(b-c))) y = math.degrees(z) x = int(360 - y) print(x) |
# 1496724 (0%)
import math
a=int(input())
b=int(input())
c=int(input())
def arccos(a,b,c):
I=math.acos(((a-b)+(a-c))/2*(((a-b)**2)+((a-b)*(a-c)))**(1/2))
J=math.degrees(I)
return(J)
print(arccos(a,b,c))
| # 1496785 (0%) import math a=int(input()) b=int(input()) c=int(input()) def arccos(a,b,c): I=math.acos(((a-b)+(a-c))/2*(((a-b)**2)+((a-b)*(a-c)))**(1/2)) J=math.degrees(I) return(J) print(arccos(a,b,c)) | # 1496846 (0%) import math a=int(input()) b=int(input()) c=int(input()) def arccos(a,b,c): I=math.acos(((a-b)+(a-c))/2*(((a-b)**2)+((a-b)*(a-c)))**(1/2)) J=math.degrees(I) return(J) print(arccos(a,b,c)) | # 1496946 (0%) import math a=int(input()) b=int(input()) c=int(input()) def arccos(a,b,c): I=math.acos(((a-b)+(a-c))/2*((((a-b)**2)+((a-b)*(a-c)))**(1/2))) J=math.degrees(I) return(J) print(arccos(a,b,c)) |
# 1496664 (0%) import math a=int(input()) b=int(input()) c=int(input()) y=math.degrees(math.acos(((1/2)*(a-b+a-c))/math.sqrt((a-b)**2+(a-c)(b-c)))) x=int(360-y) print(x) | # 1496938 (0%) import math a=int(input()) b=int(input()) c=int(input()) y=math.degrees(math.acos(((1/2)*(a-b+a-c))/math.sqrt((a-b)**2+(a-c)(b-c)))) x=int(360-y) print(x) |
# 1496801 (0%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos(((0.5)*((a-b)+(a-c))/(math.sqrt(((a-b)**2)+((a-c)*(b-c)))))) x =int(360 − math.degrees(s)) print(x) | # 1496830 (0%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos(((0.5)*((a-b)+(a-c))/(math.sqrt(((a-b)**2)+((a-c)*(b-c)))))) x =int(360 − math.degrees(s)) print(x) | # 1496835 (0%) import math a = float(input()) b = float(input()) c = float(input()) s = math.acos(((0.5)*((a-b)+(a-c))/(math.sqrt(((a-b)**2)+((a-c)*(b-c)))))) x =int(360 − math.degrees(s)) print(x) |
# 1496615 (0%) import math a = int(input()) b = int(input()) c = int(input()) y = math.acos((1/2((a-b)+(a-c)))/(((a-b)**2+(a-c)(b-c)))**0.5) z = math.degree(y) x = int(360-z) print(z) |
# 1496797 (0%) import math a=float(input()) b=float(input()) c=float(input()) r=(1/2((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c)) theta=math.acos(r) theta=math.degrees(theta) x=int(360-theta) print(x) |
# 1496268 (0%) import math a = float(input()) b = float(input()) c = float(input()) y = math.acos(0.5(2*a-b-c)/math.sqrt((a-b)**2+(a-c)(b-c))) z = math.degrees(y) x = int(360-z) | # 1496333 (0%) import math a = float(input()) b = float(input()) c = float(input()) y = math.acos(0.5(2*a-b-c)/math.sqrt((a-b)**2+(a-c)(b-c))) z = math.degrees(y) x = int(360-z) print(x) | # 1496533 (0%) import math a = float(input()) b = float(input()) c = float(input()) def angle(a,b,c): y = math.acos(0.5(2*a-b-c)/math.sqrt((a-b)**2+(a-c)(b-c))) z = math.degrees(y) x = int(360-z) return x | # 1496945 (0%) import math a = float(input()) b = float(input()) c = float(input()) def angle(a,b,c): y = math.acos(0.5(2*a-b-c)/math.sqrt((a-b)**2+(a-c)(b-c))) z = math.degrees(y) x = int(360-z) return x | # 1496995 (0%) import math a = float(input()) b = float(input()) c = float(input()) y = math.acos(0.5(2*a-b-c)/math.sqrt((a-b)**2+(a-c)(b-c))) z = math.degrees(y) x = int(360-z) print(x) |
# 1496614 (0%) a=float(input()) b=float(input()) c=float(input()) import math print(int(360-(math.degrees(math.acos(math.radians((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))))))) | # 1496630 (0%) a=float(input()) b=float(input()) c=float(input()) import math print(int(360-int(math.degrees(math.acos(math.radians((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))))))) | # 1496662 (0%) import math a=float(input()) b=float(input()) c=float(input()) print(int(360-int(math.degrees(math.acos(math.radians((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))))))) | # 1496758 (0%) import math a=float(input()) b=float(input()) c=float(input()) print(int(360-int(math.degrees(math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))))))) | # 1496780 (0%) import math a=float(input()) b=float(input()) c=float(input()) print(int(360-int(math.degrees(math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c))))))) | # 1496826 (0%) import math a=float(input()) b=float(input()) c=float(input()) print(int(360-int(math.degrees(math.acos((1/2)*((a-b)+(a-c)))/math.sqrt((a-b)**2+(a-c)*(b-c)))))) | # 1496943 (0%) a=float(input()) b=float(input()) c=float(input()) import math print(int(360-(math.degrees(math.acos(math.radians((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2+(a-c)*(b-c)))))))) |
# 1496369 (0%) import math a = float(input()) b = float(input()) c = float(input()) d = math.acos((1/2((a-b)+(a-c)))/(math.sqrt((a-b)**2 + (a-c)*(b-c)))) e = math.degrees(d) x = int(360-e) print(x) | # 1496573 (0%) import math a = int(input()) b = int(input()) c = int(input()) d = math.acos((1/2((a-b)+(a-c)))/(math.sqrt((a-b)**2 + (a-c)*(b-c)))) e = math.degrees(d) x = int(360-e) print(x) | # 1496749 (0%) import math a = float(input()) b = float(input()) c = float(input()) d = math.acos((1/2((a-b)+(a-c)))/(math.sqrt(((a-b)**2 + (a-c)*(b-c))))) e = math.degrees(d) x = int(360-e) print(x) | # 1496876 (0%) import math a = float(input()) b = float(input()) c = float(input()) d = math.acos(((1/2((a-b)+(a-c)))/(math.sqrt(((a-b)**2 + (a-c)*(b-c)))))) e = math.degrees(d) x = int(360-e) print(x) |
# 1496892 (0%)
import math
def wow_(a,b,c):
t = math.acos((0.5*(a-b)+(a-c))/math.sqrt(((a-b)**2)+(a-b)*(b-c)))
return t
a= float(input())
b= float(input())
c= float(input())
t = wow_(a,b,c)
x = int(360-t)
A = math.degrees(x)
| # 1496918 (0%)
import math
def wow_(a,b,c):
t = math.acos((0.5*(a-b)+(a-c))/math.sqrt(((a-b)**2)+(a-b)*(b-c)))
return t
a= float(input())
b= float(input())
c= float(input())
t = wow_(a,b,c)
x = int(360-t)
A = math.degrees(x)
print(A)
|
# 1496571 (0%) import math a=float(input()) b=float(input()) c=float(input()) z=math.acos( 1/2((a-b)+(a-c)) / (math.sqrt ( (a-b)**2 + (a-c)(b-c)))) x=int(360-z) print(x) | # 1496888 (0%) import math a=float(input()) b=float(input()) c=float(input()) z=math.acos( (1 / 2 * ( (a -b) + (a-c)) / (math.sqrt (a-b)**2 +(a-c)*(b-c)))) x=int(360-z) print(x) | # 1496931 (0%) import math a=float(input()) b=float(input()) c=float(input()) z=math.acos( (1 / 2 *( ( (a -b) + (a-c))) / (math.sqrt( (a-b)**2 +(a-c)*(b-c))))) x=int(360-z) print(x) | # 1496991 (0%) import math a=float(input()) b=float(input()) c=float(input()) z=math.acos( (((1 / 2 *( 2*a - b-c ))) / (math.sqrt( (a-b)**2 +(a-c)*(b-c))))) x=int(360-z) print(x) |
# 1496640 (0%) import math a = input() b = input() c = input() ac = math.acos((1/2)*((a-b)+(a-c))/((((a-b)**2))+((a-c)*(b-c))**(1/2))) dac = math.degrees(ac) x = int(360 - dac) print(x) | # 1496805 (0%) import math a = int(input()) b = int(input()) c = int(input()) ac = math.acos((1/2)*((a-b)+(a-c))/((((a-b)**2))+((a-c)*(b-c))**(1/2))) dac = math.degrees(ac) x = int(360 - dac) print(x) | # 1496916 (0%) import math a = int(input()) b = int(input()) c = int(input()) ac = math.acos(((1/2)*((a-b)+(a-c)))/((((a-b)**2))+((a-c)*(b-c))**(1/2))) dac = math.degrees(ac) x = int(360 - dac) print(x) | # 1496985 (0%) import math a = int(input()) b = int(input()) c = int(input()) ac = math.acos(((1/2)*((a-b)+(a-c)))/((((a-b)**2))+((a-c)*(b-c))**(1/2))) dac = math.degrees(ac) x = int(360 - dac) print(x) |
# 1496775 (0%) import math a = int(input()) b = int(input()) c = int(input()) z = math.acos((0.5*((a-b)+(a-c))) / math.sqrt(((a-b)**2) + ((a-c)*(b-c)))) x = int(360 - z) print(x) |
# 1496807 (0%) import math a=float(input()) b=float(input()) c=float(input()) y=math.degrees(math.acos((1/2*((a-b)+(a-c)))/(math.sqrt((a-b)**2+((a-c)*(b-c))))) x=int(360-y) print(x) | # 1496862 (0%) import math a=float(input()) b=float(input()) c=float(input()) y=math.degrees(math.acos((1/2*((a-b)+(a-c)))/(math.sqrt((a-b)**2+((a-c)*(b-c))))) x=int(360-y) print(x) |
# 1496746 (0%)
print('Input a : ')
a = abs(float(input()))
print('Input b : ')
b = abs(float(input()))
print('Input c : ')
c = abs(float(input()))
x = (0.5*(a-b+a-c))/math.sqrt(((a-b)**2)+((a-c)*(b-c)))
rad = math.acos(x)
deg = math.degrees(rad)
print(int(360-deg))
| # 1496890 (0%) a = abs(float(input())) b = abs(float(input())) c = abs(float(input())) x = (0.5*(a-b+a-c))/math.sqrt(((a-b)**2)+((a-c)*(b-c))) rad = math.acos(x) deg = math.degrees(rad) print(int(360-deg)) |
# 1496914 (0%) import math a = int(input()) b = int(input()) c = int(input()) z = (math.acos((1/2*((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)(b-c))))) y = math.degrees(x) x= int(360-y) print(x) | # 1496992 (0%) import math a = int(input()) b = int(input()) c = int(input()) z = (math.acos((1/2*((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)(b-c))))) y = math.degrees(z) x= int(360-y) print(x) |
# 1496899 (0%) import math seta = math.acos((0.5(a-b)+(a-c)/math.sqrt((a−b)**2 + (a − c)(b − c)) y=math.degrees(seta) x= int(360 − y) a=float(input()) b=float(input()) c=float(input()) print(x) | # 1496950 (0%) import math seta = math.acos((0.5(a-b)+(a-c)/math.sqrt((a−b)**2 + (a − c)*(b − c)) y=math.degrees(seta) x= int(360 − y) a=float(input()) b=float(input()) c=float(input()) print(x) | # 1496976 (0%) import math seta = math.acos((0.5*(a-b)+(a-c)/math.sqrt((a−b)**2 + (a − c)*(b − c)) y=math.degrees(seta) x= int(360 − y) a=float(input()) b=float(input()) c=float(input()) print(x) |
# 1496497 (0%) import math a = int(input()) ิb = int(input()) c = int(input()) d = math.acos(math.degrees(1/2*((a-b)+(a-c)/(((a-b)**2+(a-c)*(b-c)**(1/2)))))) x = int(360-d) print(x) | # 1496559 (0%) import math a = int(input()) b = int(input()) c = int(input()) d = math.acos(math.degrees(1/2*((a-b)+(a-c)/(((a-b)**2+(a-c)*(b-c)**(1/2)))))) x = int(360-d) print(x) | # 1496670 (0%) import math a = int(input()) b = int(input()) c = int(input()) d = math.acos(math.degrees(1/2*((a-b)+(a-c))/(((a-b)**2+(a-c)*(b-c)**(1/2)))))) x = int(360-d) print(x) | # 1496788 (0%) import math a = int(input()) b = int(input()) c = int(input()) d = math.acos(math.degrees(1/2*((a-b)+(a-c))/(((a-b)**2+(a-c)*(b-c)**(1/2))))) x = int(360-d) print(x) |
# 1496889 (0%) import math a = input() b =input() c = input() d = math.acos(1/2*((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)*(b-c))) f = math.degrees(d) x = int(360-f) print(x) | # 1496924 (0%) import math a = input() b =input() c = input() d = math.acos(0.5*((a-b)+(a-c))/math.sqrt((a-b)**2+(a-c)*(b-c))) f = math.degrees(d) x = int(360-f) print(x) |
# 1496865 (0%) import math a = int(input()) b = int(input()) c = int(input()) def x :(a,b,c) D = cos**(-1)*((1/2)((a-b)+(a-c))/((a-b)**2+((a-c)*(b-c)))**1/2) x = int(360-D) return(x) math.acos(x) math.degrees(x) | # 1496872 (0%) import math a = int(input()) b = int(input()) c = int(input()) def x :(a,b,c) D = cos**(-1)*((1/2)((a-b)+(a-c))/((a-b)**2+((a-c)*(b-c)))**1/2) x = int(360-D) return(x) math.acos(x) math.degrees(x) | # 1496942 (0%) import math a = int(input()) b = int(input()) c = int(input()) def x :(a,b,c) D = cos**(-1)*((1/2)((a-b)+(a-c))/((a-b)**2+((a-c)*(b-c)))**1/2) x = int(360-D) return(math.acos(x)) return (math.degrees(x)) print(x) |
# 1496883 (0%) import math a=float(input()) b=float(input()) c=float(input()) r=math.acos(((1/2)((a-b)+(a-c)))/math.sqrt(((a-b)**2)+((a-c)(b-c)))) d=math.degrees(r) x=int(360-d) print(x) |
# 1496833 (0%) import math a = input() b = input() c = input() y = ((math.acos((0.5*((a-b)+(a-c))) / ( ((a-b)**2) + ( ( (a+c)*(b-c) )**0.5)))* math.pi )*180 x = int(360 - int(y)) // 1 print(x) | # 1496913 (0%) import math a = input() b = input() c = input() y = ((math.acos((0.5*((a-b)+(a-c))) / ( ((a-b)**2) + ( ( (a+c)*(b-c) )**0.5)))* math.pi )*180 x = (360 - int(y)) // 1 print(x) |
# 1496898 (0%) import math a = float(input()) b = float(input()) c = float(input()) x=0 seta = 0 seta = math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt((((a-b)**2)+(a-c)*(b-c)))) math.degrees(seta) x=int(360-seta) print(x) | # 1496934 (0%) import math a = float(input()) b = float(input()) c = float(input()) x=0 seta = 0 seta = math.acos((1/2*((a-b)+(a-c)))/(math.sqrt((a-b)**2+(a-c)*(b-c)))) math.degrees(seta) x=int(360-seta) print(x) |
# 1496905 (0%)
import math
def cal (a,b,c):
x = (1/2((a-b)+(a-c)))
y = math.sqrt(((a-b)**2)+((a-c)*(b-c)))
o = math.acos(x/y)
return o
def degree (x):
x = int(360-o)
math.degrees(x)
return x
a = int(input())
b = int(input())
c = int(input())
print(cal(int(input()),int(input()),int(input())))
|
# 1496718 (0%) import math a = int(input()) b = int(input()) c = int(input()) m = math.acos((0.5*((a-b)+(a-c)))/(math.sqrt(((a-b)**2)+((a-c)*(b-c))))) x = int(360-m) print(x) | # 1496798 (0%) import math a = int(input()) b = int(input()) c = int(input()) m = math.acos((0.5*((a-b)+(a-c)))/(math.sqrt(((a-b)**2)+((a-c)*(b-c))))) x = int(360-m) print(math.degrees(x)) |
# 1496403 (0%) import math a = int(input()) b = int(input()) c = int(input()) d = math.cos(f) e = ((1/2)*((a-b)+(a-c)) f = e/math.sqrt(((a-b)**2)+((a-c)*(b-c))) | # 1496580 (0%) import math a = int(input()) b = int(input()) c = int(input()) d = math.cos(f) e = ((1/2)*((a-b)+(a-c)) f = e/math.sqrt(((a-b)**2)+((a-c)*(b-c))) g = int(360-f) print(g) | # 1496647 (0%) import math a = int(input()) b = int(input()) c = int(input()) d = math.cos(f) e = ((1/2)*((a-b)+(a-c)) f = e/math.sqrt(((a-b)**2)+((a-c)*(b-c))) h = math.degree(f) g = int(360-h) print(g) | # 1496756 (0%) import math a = float(input()) b = float(input()) c = float(input()) d = math.cos(f) e = ((1/2)*((a-b)+(a-c)) f = e/math.sqrt(((a-b)**2)+((a-c)*(b-c))) h = math.degree(f) g = int(360-h) print(g) | # 1496839 (0%) import math a = float(input()) b = float(input()) c = float(input()) d = math.cos(f) e = ((1/2)*((a-b)+(a-c)) f = e/math.sqrt(((a-b)**2)+((a-c)*(b-c))) h = math.degree(f) g = int(360-h) print(g) | # 1496935 (0%) import math a = int(input()) b = int(input()) c = int(input()) d = math.acos(f) e = ((1/2)*((a-b)+(a-c)) f = e/math.sqrt(((a-b)**2)+((a-c)*(b-c))) h = math.degree(f) g = int(360-h) print(g) |
# 1496755 (0%) a = float(input()) b = float(input()) c = float(input()) result = math.acos(x)*((1/2)*((a-b)+(a-c)))/(math.sqrt((a-b)**2)+(a-c)*(b-c)) print (result) |
# 1496754 (0%) a = input() b = input() c = input() import math B = ((a-b)+(a-c))/2) L = math.sqrt(((a+b)**2)+((a-c)(b-c))) D = math.degrees(math.acos(B/L)) x = int(360-D) print(x) |
# 1496159 (0%) import math a=input() b=input() c=input() d=((1/2)*((a-b)+(a-c))) e=math.sqrt(((a-b)**2)+(a-c)(b-c)) f=d/e ans=math.acos(f) x=360-math.degrees(ans) print(int(x)) | # 1496501 (0%) a=input() b=input() c=input() a=float(a) b=float(b) c=float(c) import math d=((1/2)*((a- e=(((a-b)**2) f=d/e ans=math.acos x=360-math.de print(int(x)) | # 1496884 (0%) a=input() b=input() c=input() a=float(a) b=float(b) c=float(c) import math f=((1/2)*((a-b)+(a-c)))/(((a-b)**2+(a-c)(b-c))**(1/2)) ans=math.acos(f) x=360-math.degrees(ans) print(int(x)) |
# 1496600 (0%)
import math
a = float(input())
b = float(input())
c = float(input())
t = math.acos(r)
return(math.radians(degree))
q = 1/2((a-b)+(a-c))
w = (((a-b)**2)+(a-c)(b-c))
e = math.sqrt(w)
r = q/e
x = int(360-t)
print(x)
| # 1496649 (0%) import math a = float(input()) b = float(input()) c = float(input()) t = math.acos(r) o = (math.radians(degree)) q = 1/2((a-b)+(a-c)) w = (((a-b)**2)+(a-c)(b-c)) e = math.sqrt(w) r = q/e x = int(360-t) print(x) |
# 1496218 (0%)
a = float(input())
b = float(input())
c = float(input())
import math
def radian(a,b,c):
radian = math.acos((0.5*((a-b)+(a-c))))/math.sqrt(((a-b)**2)+((a-c)*(b-c)))
return radian
x = int(360 - math.degrees(radian))
print(x)
| # 1496682 (0%) a = float(input()) b = float(input()) c = float(input()) import math k = math.degrees(math.acos((0.5*((a-b)+(a-c))))/math.sqrt(((a-b)**2)+((a-c)*(b-c)))) x = int(360 -k) print(str(x)) | # 1496843 (0%) a = float(input()) b = float(input()) c = float(input()) import math k = math.acos((0.5*((a-b)+(a-c))))/math.sqrt(((a-b)**2)+((a-c)*(b-c))) x = int(360 -k) print(math.degrees(x)) | # 1496908 (0%) a = float(input()) b = float(input()) c = float(input()) import math def k(a,b,c): k = math.acos((0.5*((a-b)+(a-c))))/math.sqrt(((a-b)**2)+((a-c)*(b-c))) d = math.degrees(k) x = int(360 -d) print(x) | # 1496925 (0%) a = float(input()) b = float(input()) c = float(input()) import math def k(a,b,c): k = math.acos((0.5*((a-b)+(a-c))))/math.sqrt(((a-b)**2)+((a-c)*(b-c))) d = math.degrees(k) return d x = int(360-d) print(x) | # 1496958 (0%) a = float(input()) b = float(input()) c = float(input()) import math def k(a,b,c): k = math.acos((0.5*((a-b)+(a-c))))/math.sqrt(((a-b)**2)+((a-c)*(b-c))) x =int(360-l) d = math.degrees(x) return d | # 1496968 (0%) a = float(input()) b = float(input()) c = float(input()) import math def k(a,b,c): k = math.acos((0.5*((a-b)+(a-c))))/math.sqrt(((a-b)**2)+((a-c)*(b-c))) x =int(360-l) d = math.degrees(x) return d print(d) |
# 1496897 (0%) import math a = float(input()) b = float(input()) c = float(input()) t = (1/2)*((a-b)+(a-c)) d = math.sqrt(((a-b)**2)+((a-c)*(b-c))) s = t/d y = math.acos(s) w = math.degree(w) x = int(360 - w) print(x) | # 1496912 (0%) import math a = int(input()) b = int(input()) c = int(input()) t = (1/2)*((a-b)+(a-c)) d = math.sqrt(((a-b)**2)+((a-c)*(b-c))) s = t/d y = math.acos(s) w = math.degree(w) x = int(360 - w) print(x) | # 1496941 (0%) import math a = int(input()) b = int(input()) c = int(input()) t = (1/2)*((a-b)+(a-c)) d = math.sqrt(((a-b)**2)+((a-c)*(b-c))) s = t/d y = math.acos(s) w = math.degree(w) x = int(360-w) print(x) | # 1496972 (0%) import math a = int(input()) b = int(input()) c = int(input()) t = (1/2)*((a-b)+(a-c)) d = math.sqrt(((a-b)**2)+((a-c)*(b-c))) s = t/d y = math.acos(s) w = math.degree(y) x = int(360-w) print(x) | # 1496977 (0%) import math a = int(input()) b = int(input()) c = int(input()) t = (1/2)*((a-b)+(a-c)) d = math.sqrt(((a-b)**2)+((a-c)*(b-c))) s = t/d y = math.acos(s) w = math.degree(y) x = int(360-y) print(x) | # 1496982 (0%) import math a = int(input()) b = int(input()) c = int(input()) t = (1/2)*((a-b)+(a-c)) d = math.sqrt(((a-b)**2)+((a-c)*(b-c))) s = t/d y = math.acos(s) w = math.degree(y) x = int(360-w) print(x) | # 1496996 (0%) import math a = int(input()) b = int(input()) c = int(input()) t = (1/2)*((a-b)+(a-c)) d = math.sqrt(((a-b)**2)+((a-c)*(b-c))) s = t/d y = math.acos(s) w = math.degree(y) x = int(360-w) print(x) |
# 1496619 (0%) import math a=float((input()) b=float((input()) c=float((input()) x=math.acos(0.5*(a-b+a-c)/(math.sqrt((a-b)**2+(a-c)*(b-c))) n = int(360-math.degrees(x)) | # 1496654 (0%) import math a=float(input()) b=float(input()) c=float(input()) x=math.acos(0.5*(a-b+a-c)/(math.sqrt((a-b)**2+(a-c)*(b-c))) n = int(360-math.degrees(x)) | # 1496702 (0%) import math a=float(input()) b=float(input()) c=float(input()) x=math.acos(0.5*(a-b+a-c)/(math.sqrt((a-b)**2+(a-c)*(b-c))) n = int(360-math.degrees(x)) print(n) | # 1496857 (0%) import math a=float(input()) b=float(input()) c=float(input()) x=math.acos(0.5*(a-b+a-c)/(math.sqrt((a-b)**2+(a-c)*(b-c))) d = int(360-math.degrees(x)) print(d) | # 1496922 (0%) import math a=float(input()) b=float(input()) c=float(input()) x=math.acos(0.5*(a-b+a-c)/(math.sqrt((a-b)**2+(a-c)*(b-c)) d = int(360-math.degrees(x)) print(d) | # 1496953 (0%) import math a=float(input()) b=float(input()) c=float(input()) e=math.acos(0.5*(a-b+a-c)/(math.sqrt((a-b)**2+(a-c)*(b-c))) d = int(360-math.degrees(e)) print(d) | # 1496990 (0%) import math a=float(input()) b=float(input()) c=float(input()) e=math.acos(0.5*(a-b+a-c)/math.sqrt((a-b)**2+(a-c)*(b-c)) d = int(360-math.degrees(e)) print(d) |
# 1496909 (0%) import math a = float(input()) b = float(input()) c = float(input()) d = a-b e = a-c f = b-c g = math.sqrt((d**2)+(e*f)) y = (1/2)*(d+e)/g h = math.acos(y) o = math.degrees(h) x = int(360-h) print(x) |
# 1496612 (0%) import math a = float(input()) b = float(input()) c = float(input()) degree1 = math.acos((0.5*((a-b)+(a-c)))/((((a-b)**2)+((a-c)*(b-c)))**0.5)) x = int(360 - degree1) print(x) | # 1496745 (0%) import math a = float(input()) b = float(input()) c = float(input()) degree1 = math.acos((0.5*((a-b)+(a-c)))/((((a-b)**2)+((a-c)*(b-c)))**0.5)) x = int(360 - degree1) math.degrees(x) print(x) |
# 1496811 (0%)
import math
a=int(input())
b=int(input())
c=int(input())
x=math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c))
result = int(360-math.degrees(x))
print("")
| # 1496906 (0%)
import math
a=int(input())
b=int(input())
c=int(input())
x=math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c))
result = int(360-math.degrees(x))
print("{:.0f}".format(result))
| # 1496929 (0%)
import math
a=int(input())
b=int(input())
c=int(input())
x=math.acos(((1/2)*((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)*(b-c))
result = int(360-math.degrees(x))
print("{:.0f}".format(result))
|
# 1496358 (0%) import math a = float(input()) b = float(input()) c = float(input()) r = math.acos((((a-b)+(a-c))/2)/(math.sqrt(((a-b)**2))+(a-c)*(b-c))) x = int(360 - (math.degree(r))) | # 1496373 (0%) import math a = float(input()) b = float(input()) c = float(input()) r = math.acos((((a-b)+(a-c))/2)/(math.sqrt(((a-b)**2))+(a-c)*(b-c))) | # 1496757 (0%) import math a = float(input()) b = float(input()) c = float(input()) r = math.acos((((a-b)+(a-c))/2)/(math.sqrt(((a-b)**2))+(a-c)*(b-c))) d = r*180/math.pi x = int(360 - (math.degree(d))) return x | # 1496781 (0%) import math a = float(input()) b = float(input()) c = float(input()) r = math.acos((((a-b)+(a-c))/2)/(math.sqrt(((a-b)**2))+(a-c)*(b-c))) d = r*180/math.pi x = int(360 - (math.degree(d))) return x | # 1496827 (0%) import math a = float(input()) b = float(input()) c = float(input()) r = math.acos((((a-b)+(a-c))/2)/(math.sqrt(((a-b)**2))+(a-c)*(b-c))) d = r*180/math.pi x = int(360 - (math.degree(d))) print(x) |
# 1496623 (0%) import math a = float(input()) b = float(input()) c = float(input()) seta_degree = math.acos(((0.5)*((a-b) + (a-c)))/(math.sqrt((a-b)**2 +(a-c)*(b-c)))) seta_radi = math.degrees(seta_degree) x = int(360-seta_degree) print(x) | # 1496787 (0%) import math a = float(input()) b = float(input()) c = float(input()) seta_degree = math.acos(((0.5)*((a-b) + (a-c)))/(math.sqrt((a-b)**2 +(a-c)*(b-c)))) seta_radi = math.degrees(seta_degree) x = int(360-seta_degree) print(x) | # 1496800 (0%) import math a = float(input()) b = float(input()) c = float(input()) x = math.acos(((1/2)((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)(b-c))) seta_radi = math.degrees(x) x = int(360-seta_degree) print(x) | # 1496851 (0%) import math a = float(input()) b = float(input()) c = float(input()) x = math.acos(((1/2)((a-b)+(a-c)))/math.sqrt(((a-b)**2)+(a-c)(b-c))) seta_radi = math.degrees(x) x = int(360-seta_radi) print(x) |
# 1496765 (0%) import math X=int (360-math.degress(x)) x=1/2*(a-b)+(a-c)/math.sqrt(e)**2+(r*(t)) return x | # 1496973 (0%) `import math a = float(input()) b = float(input()) c = float(input()) t = math.degrees(math.acos((0.5*(2*a - b -c)/math.sqrt((a - b)**2 + (a - c)*(b - c))))) print(int(360-t))` | # 1496984 (0%) `import math a = float(input()) b = float(input()) c = float(input()) t = math.degrees(math.acos((0.5*(2*a - b -c)/math.sqrt((a - b)**2 + (a - c)*(b - c))))) print(int(360-t))` |
# 1496096 (0%) import math a = int(input()) b = int(input()) c = int(input()) seta = math.acos(1/2*((a-b)+(a-c))/((a-b)**2+(a-c)*(b-c))**0.5) x = int(360-seta) print(seta) | # 1496163 (0%) import math a = int(input()) b = int(input()) c = int(input()) seta = math.acos(1/2*((a-b)+(a-c))/((a-b)**2+(a-c)*(b-c))**0.5) x = int(360-math.degrees(seta)) print(seta) | # 1496531 (0%) import math a = int(input()) b = int(input()) c = int(input()) seta = math.acos(1/2*((a-b)+(a-c))/((a-b)**2+((a-c)*(b-c)))**0.5) x = 360-math.degrees(seta) print(int(seta)) |
# 1496719 (0%) import math a = int(input()) b = int(input()) c = int(input()) seta = math.acosh((0.5*((a-b)+(a-c)))/(((a-b)**2+(a-c)*(b-c)))**0.5) x = int(360-math.degrees(seta)) |
# 1496831 (0%)
import math
def f(x):
math.degree(x)=math.acos(X)
return x
def slove():
d=(1/2*((a-b)*(a-c))/math.sqrt(((a-b)**2)+(a-c)*(b-c)))
x=int(360-math.degree)
a=float(input())
b=float(input())
c=float(input())
print(x)
|