Answer should be in Matlab code:

Answer should be in Matlab code, I need the Matlab code

7. Using Example 5 and the previous problem, make a function Geometric_Series (x,N) that accepts as input a value x and a number of terms in the Taylor Series N to evaluate the Taylor series approximation: 1 ~1+*+ 32 + ... + 2N = 1 - IM = Output the value of your approximation for x = 0.8 and N = 3,6,9,12, 15 and the absolute error between the Taylor series approximation and the true value: N 1 -=1 12 RO = What do you notice as you increase N? Do we get a good approximation for N = 15? Why or why not