write MATLAB computer language to implement the Bairstow's Algorithm.... send MATLAB screenshots... please answer all questions as asked...i promise i will give you like

Bairstow's method is an iterative technique that helps us find the real and complex roots of a polynomial of the form f(x) = 20 + aqx + a2x2 + ... + a,x" Dividing the polynomial by a polynomial of order 2 of the form f2(x) =x2 RX-5 And iterating between the values "r" and "s" until the remainder is null. Write a well structured function in the computer language of your preference to implement the Bairstow Algorithm including the routines that were programmed in class. Using the routine you wrote, calculate the roots of the following polynomials: of(x) = x3 + x2 - 4x - 4 o f(x) = x3 + 0.5x2 + 4x - 2 o f(x) = -2 + 6.2x - 4x2 +0.7x3 o f(x) = 9.34 - 21.97x + 16.3x2 -3.704x3 o f(x) = x4 -2x3 + 6x2 - 2x + 5 The user must specify the tolerance in the percentage relative error. The result of the roots will be presented in the form of an arrangement where the first column will contain the real part of the roots and the second column will have the imaginary part of the roots. If a root lacks an imaginary part, ere will simply be a 0 in its imaginary value. ri Til 2r2 22 O Trn Lin BONUS of +100 points: Include a graphical interface for data input and results output in the environment and language of your choice, for example: 9:41 Bairstow's Method n an es % maxit initial nitial Calculate Roots Note: The graphical interface can have the design that the team decides and can be implemented in the operating system of your choice. The one shown here is just an example for iOS