This is for a MATLAB program. Can someone give me an example of how I would write this exactly?

The solutions of the equation (*) sin(x/4) = 0 are given by Ant where n can be any integer. Suppose we solve (*) by Newton's method, with tol = 1.e-10 and N=100. (Use format long in your computation.) (a) Which solution (0, +41, E87,...) do you capture if xo = 6? (b) Which solution 0, +47, E87,...) do you capture if Io = 4? (c) Find the largest number z between 0 and 27 with the following property: the sequence of approximate solutions generated by Newton's method with ro in the interval (0, 2) will always stay inside the interval [-2, 2) and converge to the solution r = 0. Explain how you find z. The solutions of the equation (*) sin(x/4) = 0 are given by Ant where n can be any integer. Suppose we solve (*) by Newton's method, with tol = 1.e-10 and N=100. (Use format long in your computation.) (a) Which solution (0, +41, E87,...) do you capture if xo = 6? (b) Which solution 0, +47, E87,...) do you capture if Io = 4? (c) Find the largest number z between 0 and 27 with the following property: the sequence of approximate solutions generated by Newton's method with ro in the interval (0, 2) will always stay inside the interval [-2, 2) and converge to the solution r = 0. Explain how you find z