Question

The following function computes $e^x$ by summing the Taylor series expansion to n terms. Write a program to print a table of $e^x$ using both this function and the exp() function from the math library, for x = 0 to 1 in steps of 0.1. The program should ask the user what value of n to use. (PLEASE WRITE IN PYTHON)

    def taylor(x, n): 
        sum = 1
        term = 1
        for i in range(1, n):
            term = term * x / i
            sum = sum + term
        return sum

Answer 1

n = input("Enter a number: ")

print (taylor(0,n))

print (taylor(0.1,n))

print (taylor(0.2,n))

print (taylor(0.3,n))

print (taylor(0.4,n))

print (taylor(05,n))

print (taylor(0.6,n))

print (taylor(0.7,n))

print (taylor(0.8,n))

print (taylor(0.9,n))

print (taylor(1,n))