# - * - coding: utf-8 - * - 
The from sympy import * 
Import the random 

X=symbols (" x ") 
Func=cos (x) - * exp x (x) # x - (cos (x) - * exp x (x))/(sin (x) - * * exp (1 + x) (x)) 
Ffunc=diff (func, x) 
The begin=1 
End=2 
MAXSTEP=100 

Step_count=0 

X0=random uniform (begin and end) 
Temp=func. Subs (x, x0) 

While step_count & lt; MAXSTEP and abs (temp) & gt; 1 e - 6: 
X0=x0 - (temp/(ffunc. Subs (x, x0))) 
Temp=func. Subs (x, x0) 
Step_count +=1 
Print 'k=' step_count 
Print 'Xk=' x0 

So calculate if not
K=5
Xk=0.517757527209265
The correct answer should be
K=5
XK=0.567126

CodePudding user response:

Program that's right, solve the root of it, you said that the results of this generation in the correct answer is not zero,