AP Calc- Euler's Method

Question

Find y(x) when x=0, 0.2, 0.4, 0.6, 0.8, 1, using the exact solution of the differential equation and two approximations obtained using Euler's Method to approximate the particular solution of the differential equation. Use h = 0.2 and h = 0.1, and compute each approximation to four decimal places.

Differential Equation: dy/dx= y+7cos(x)

Initial Condition: (0,0)

Exact Solution: y= 7/2 (sinx - cosx + e^x)

P.S: I don't really need help on the exact solution part-- I already solved those ones, but I need help with the differentials :)

Answer 1

Busy work, indeed...

Using the calculator at emathhelp dot net