MATLAB can someone help me with this matlab question

Exercise 2 Consider the Initial Value Problem (IVP): = f(t, y), y(1) = 0 where f(t, y) = 2te-1/t + y/t2 An example Matlab code that uses Euler's method to numerically find a solution to this IVP is provided in Code Snippet 1. Show/hide Code Snippet 1 NOOOOWN | t = zeros (1,8+1); y = zeros (1,8+1); t(1) = 1; y(1) = 0; dt = 0.25; for k = 1:8 t(k+1) = t(k)+dt; y(k+1) = y(k)+dt*(2*t(k) *exp(-1/t(k)) +y(k) end plot(t,y, 'ro-') t(end) Y(end) Answer the following questions about Code Snippet 1. The initial condition is y(1) = 0. Explain why we don't put t(0)= 1: Enter explanation What was the implemented step-size, Af? Enter value Without running the code Snippet in Matlab see if you can determine what t(9) will be: t(9) = Enter value Show/hide hint Describe the meaning of y(9): Enter answer Now create and run an M-file containing the code snippet. From the plot, how accurate do you think the answer for y(9) is? How could you make it more accurate? Enter