IN MAPLE: Hi can anybody help me with this maple project for differential equations? I can't figure it out at all 1. Solve the initial-value problem (t +1) dt 2(t+t)ytt-1, y(0)-5 and plot particular solution together with the direction field of the equation. Select appropriate intervals for x and v based on the initial condition 2. Solve the initial value problem and call its solution g(x). Also find and approximate value for g(1.25). Use Euler's Method with n -10, 100, and 100 to estimate g(1.03) and compute the percentage error of each estimate. Make sure to modify the loop to only print the last approximation for each iteration of the process. IN MAPLE: Hi can anybody help me with this maple project for differential equations? I can't figure it out at all 1. Solve the initial-value problem (t +1) dt 2(t+t)ytt-1, y(0)-5 and plot particular solution together with the direction field of the equation. Select appropriate intervals for x and v based on the initial condition 2. Solve the initial value problem and call its solution g(x). Also find and approximate value for g(1.25). Use Euler's Method with n -10, 100, and 100 to estimate g(1.03) and compute the percentage error of each estimate. Make sure to modify the loop to only print the last approximation for each iteration of the process