Find the solution of the differential equation below by using Eulers method. The range of x is 5 to 6.

dy/dx= x^2 - x with y=3 and x=5

Directions:

1. Find the appropriate step size for this specific problem.

2. Print all the y values within the range of x=5 to x=6

3. Solve the differential equation analytically and compare with the Eulers method

4.Obtain a linear regression y=ax+b and show the r^2 value