Q:

version of Newton is not correctly implementing trigonometric functions and results are not upto requirement

trying to implement with trigonometric function on the following piece of Newton method it is giving results but not those i need to get .. surely there would be a mistake  
def func(x):
    return radians(math.sin(x)+log(x)+1)

def derivFunc(x):
    return radians((1/x) + math.cos(x))
#sin(x)+log(x)+1 --is the function i want to apply method on

# Function to find the root
def newtonRaphson(x):
    h = func(x) / derivFunc(x)
    while abs(h) >= 0.0001:
        h = func(x) / derivFunc(x)
        # x(i+1) = x(i) - f(x) / f'(x)
        x = x - h
    print("The value of the root is : ",
          "%.4f" % x)

x0 = 0.03  
newtonRaphson(x0)

A:

The problem is the radians, which  multiplies a part of an expression by pi/180.0. Remove all of its mentions, and it should be fine.
EDIT
The below works absolutely fine now:
import math
def func(x):
    return math.sin(x)+math.log10(x)+1

def derivFunc(x):
    return (1/x) + math.cos(x)
#sin(x)+log(x)+1 --is the function i want to apply method on

# Function to find the root
def newtonRaphson(x):
    h = func(x) / derivFunc(x)
    while abs(h) >= 0.0001:
        h = func(x) / derivFunc(x)
        # x(i+1) = x(i) - f(x) / f'(x)
        x = x - h
    print("The value of the root is : ",
          "%.4f" % x)

 x0 = 0.03  
 newtonRaphson(x0)

