Submit your code, diary showing successful execution of the code, and graphs. Create a function feuler.m to solve the initial-value problem given by the differ- ential equation and initial condition w(t) = 0.1u(t) 2e%'tgin 2 u(0) =1 4 over the interval [( 10] using (forward) Euler's method. The input should be the number of points N. The output should be the maximum absolute error between the exact solution and approximate solution and a plot of the exact solution and approximate solution on the same axes. Test this code fodrV = 10, 100, 1000. The exact solution is u(t) =eP cos 2 Minimize the pages that yvou turn in by putting all the graphs on a single page. There should be three graphs in total