(Using Matlab please)Consider a function defined as follows: y = 5e x + 2x 2 + 2 Where x is a vector with values ranging from 0 to 5, in increments of 0.1. Find the derivative of the above function using backward differentiation and forward differentiation. Plot the function y and y 0 against x, on the same graph for backward differentiation and then for forward differentiation. Give the graph an appropriate title and labels for the x and y axes. Add a boxed legend at the top right portion of the plot. Find the first zero crossing of the derivative function. For full marks, find this value from the data

(Q2): Consider a function defined as follows: y=5e1 +2x2 +2 Where is a vector with values ranging from 0 to 5, in increments of 0.1 Find the derivative of the above function using backward differentiation and forward differentiation. Plot the function y and y' against x, on the same graph for backward differentiation and then for forward differentia tion. Give the graph an appropriate title and labels for the x and y axes. Add a boxed legend at the top right portion of the plot. Find the first zero crossing of the derivative function. For full marks, find this value from the data