Please fully answer with matlab script included

) = f(x) with the In class we applied to finite forward differences to solve the differential equation" boundary value f(0) = 1 over the interval x = 0 and x = 3. In this problem you are to build the MATLAB code that will solve this differential equation using the finite forward difference method with a stepsize of 0.5, 0.25, 0.1, and 0.00xx - where xx are the last two digits of your student number (if xx = 00 use xx as 01). Try to keep the notation consistent. Download the FDExample.mlx script to start. Build, complete, and report the function FDFuni using the following format function [x2] = FDFuni(a,b, step,BC) xi = (a:step:b)'; Funi = zeros(size(xi,1),1); z = Funi; % return the array values of the approximation x = xi; _% return the values at with the approximations was evaluated at end Solve for the appropriate step size values and report your solutions on a single plot. Tag your plot with your name and student number using the gtext() function. ) = f(x) with the In class we applied to finite forward differences to solve the differential equation" boundary value f(0) = 1 over the interval x = 0 and x = 3. In this problem you are to build the MATLAB code that will solve this differential equation using the finite forward difference method with a stepsize of 0.5, 0.25, 0.1, and 0.00xx - where xx are the last two digits of your student number (if xx = 00 use xx as 01). Try to keep the notation consistent. Download the FDExample.mlx script to start. Build, complete, and report the function FDFuni using the following format function [x2] = FDFuni(a,b, step,BC) xi = (a:step:b)'; Funi = zeros(size(xi,1),1); z = Funi; % return the array values of the approximation x = xi; _% return the values at with the approximations was evaluated at end Solve for the appropriate step size values and report your solutions on a single plot. Tag your plot with your name and student number using the gtext() function