Let y(t) be the solution to y˙=3te−y satisfying y(0)=3 . (a) use euler's method with time step h=0.2 to approximate y(0.2),y(0.(1.0) . k tk yk 0 0 3 1 0.2 equation editor equation editor 2 0.4 equation editor equation editor 3 0.6 equation editor equation editor 4 0.8 equation editor equation editor 5 1.0 equation editor equation editor (b) use separation of variables to find y(t) exactly. y(t) = equation editor equation editor (c) compute the error in the approximations to y(0.2),y(0.6) , and y(1). |y(0.2)−y1|=