為什么x1!=x3 , x2!=x4
import?math def?quadratic_equation(a,?b,?c): ????x=pow(b,2)-4*a*c ????t=math.sqrt(x) ????if?x>=0: ????????x1=-b/(2*a)+t/(2*a) ????????x2=-b/(2*a)-t/(2*a) ????????x3=(-b?+?t)?/?(2?*?a) ????????x4=(-b?-?t)?/?(2?*?a) ????????return?x1,x2,x3,x4 print?quadratic_equation(2,?3,?0)
為什么x1!=x3 , x2!=x4
2019-01-12
你把 -b/(2*a) ?t/(2*a) 分別打印出來就知道了,實際上并不是0.75,會被取整