Apply Euler's method twice to approximate the solution to the
initial value problem on the interval [0, .5], first with step size
h=0.25, then with step size h= 0.1. Compare the three-decimal place
values of the two approximations at x=.5 with the value of y(.5) of
the actual solution.
y'=y-3x-6, y(0)=8, y(x)=9+3x-ex
a.) The Euler approximation when h=0.25 of y(.5)
is:
b.)The Euler approximation when h=0.1 of y(.5)
is: