Solve the problem below using MATLAB. Create a script that runs your solution and name it a5task1.m. You may create other functions to support your script. Use a different set of axes for each state variable. Make sure the graph is labeled clearly. Pls show your code and ensure there is no error in it. Thanks

Using your script from Task 1, calculate the value of each state variable at the point x = 2, using h values of h=(0.5)^p, where p = [1, 2, 3, 4, 5, 6, 7]. Using these calculations, plot on the same graph, the true relative error for each state variable at x = 2 as a function of h. Use the solution for each state variable at x = 2 using h = (0.5)^20 as the true solution. Your plot must use a log-log scale and be labeled appropriately. include your plot and describe the key features of it, including the approximate slope of each line, what you think the convergence rate is for the true relative error for each state variable, and if these results make sense to you (and why or why not).

Please, post the all the codes here. Thanks a lot

25.4 Solve the following problem with the fourth-order RK method: dy kix where y(0)-4 and y'(0) 0. Solve from Plot your results. 0 to 5 with h-0.5 25.4 Solve the following problem with the fourth-order RK method: dy kix where y(0)-4 and y'(0) 0. Solve from Plot your results. 0 to 5 with h-0.5