dy You are trying to solve an initial value problem of the form f(t, y), with a known initial condition y(0) dt = Yo. What order of magnitude do you expect the global error in your solution to be if you solve using the Forward Euler method with a time-step size of At = 0.18?

According to the solution in Exercise 58 of the differential equation for Newtons law of cooling, what happens to the temperature of an object after it has been in a surrounding medium with constant temperature for a long period of time? How well does this agree with reality?