Question-Write a Maple procedure that solves for y(1) in the initial value problem
y' = f(y); y(0) = 1;
using a numerical stencil based on the nth order Taylor series expansion of y. The procedure's arguments should include an arbitrary function f, an integer n representing the accuracy of the Taylor series expansion, another integer N representing the number of steps between x = 0 and x = 1.
Select a test problem and compare your results with the output of numeric/dsolve.
Reply must be in maple code