I need help on this question in MATLAB, please show the code in MATLAB

$$ Problem 01 clear: clc; Numerical Integration ***** *** BACKGROUND MATLAB has a command, polyval(p. x) that accepts a vector of polynomical coefficients (Ax*(n) + Bx (n-1) Cx (n-2) + ... + 2x^0) and any location (x) along the x-axis. It then returns the polynomial's value at that #location. Its MATLAB syntax looks like this: polyval ([A, B, C, ..., 2), x); # For example, the function f(x) - 3x^2 - 7x + 2 will have a MATLAB expression polyval ([3, -7, 2), x), where x is any number. PROMPT Suppose we want to to numerically integrate any arbitrary polynomial using Simpson's Rule (https://en.wikipedia.org/wiki/Simpson 27s_rule). Setup the polynomial, integration bounds, and perform the integration. amand Window $$ Problem 01 clear: clc; Numerical Integration ***** *** BACKGROUND MATLAB has a command, polyval(p. x) that accepts a vector of polynomical coefficients (Ax*(n) + Bx (n-1) Cx (n-2) + ... + 2x^0) and any location (x) along the x-axis. It then returns the polynomial's value at that #location. Its MATLAB syntax looks like this: polyval ([A, B, C, ..., 2), x); # For example, the function f(x) - 3x^2 - 7x + 2 will have a MATLAB expression polyval ([3, -7, 2), x), where x is any number. PROMPT Suppose we want to to numerically integrate any arbitrary polynomial using Simpson's Rule (https://en.wikipedia.org/wiki/Simpson 27s_rule). Setup the polynomial, integration bounds, and perform the integration. amand Window