Use the vectorized Euler method with h = 0.25 to find the approximation for the solution to the given initial value problem on the specified interval. (For an interval $\displaystyle t_0 \geq t \geq c$, recall that the input number of steps N and the step size h are related by $\displaystyle Nh = c - t_0$).

$\displaystyle t^2y'' + y = t + 2$; $\displaystyle y(1) = 1$, $\displaystyle y'(1) = -1$ on $\displaystyle [1,2]$.