Print the screen shot of your MATLAB code with output. Printout must be legible. The first line of your code must be % your name. You must show your NAU user name in the "Editor" header. Use NAU computers (possibly the NAU Remote Desktop). Problem. Use the following pseudocode for the Bisection Method and write a MATLAB code to approximate the root of f(x) = e"-x-2 on 10.2] with accuracy within 10-8. Use maximum 100 iterations. Explain steps by commening on them. Algorithm Bisection-Method Input: f(x) = e"-x-2, interval [0.21, tolerance 10-8. maximum number of iterations 100 Output: an approximate root of f on [0, 2 within 10- or a message of failure set a = 0, b 2; rold = a: for i 1 to 100 x = (a + b)/2; if lr - rold 10- % checking required accuracy %done % leave for environment FoundSolution- true: break end if if f(a)f(x)