Using the MATLAB function, plot the solutions of the ODE in different steps. There should be 3 graphs. I will rate.

dN KB Now, using the euler function, find numerical solutions to the ODE. You are going to do this with step sizes .5, .25, .1. For each step size, plot the solutions. function [T,X) = euler308 (f, tvals, init val) T-t_vals; x = ones (size (T) ) ; x ( 1 ) = initval ; for n-2:length (X) x (n) = x (n-1) + (T (n)-T (n-1) ) *f (T (n-1) , X (n-1) ) ; end end