kindly solve it using MATLAB

fy - e tu (a) Apply the shooting method to the nonlinear second order ODE dy *+ dir? dr together with the boundary conditions y(0) ==+0.5 and y(1) = -(r+0.5). Illustrate the process by producing an annotated picture similar to Figures 5 and 7 in the notes. (The M-file fnm3b1.m holds the ODE. Use so = 0 and $ = -(r+0.5) as your initial guesses for the secant method. You must show full working and all MATLAB commands used.) (, (b) Using MATLAB, find - and illustrate with a graph - a solution to this problem that satisfies the new (mixed') boundary conditions y(0) == +0.5 and 1(1) = 0. In general, describe how you might modify the shooting y method to solve a nonlinear problem with boundary conditions of this type, where the right hand boundary condition involves a derivative? $