Please help. I've never coded in maple before, so screenshots of the Maple code would be extremely helpful.

Write Maple code to implement the fact that a polynomial of degree d can be evaluated in d multiplications and d additions, using Horner's scheme. Illustrate your code with the polynomials: x8x7+x4x3+x+1x400x300+x200x100+1x5+x8+x11+x14 Question: Does your Horner scheme code correctly detect the special structure of the second 2 and third 3 polynomials above? 2 that the GCD (Greatest Common Divisor) of the non-zero powers of x is greater than 1 3 that x5 can be factored out