Use the result in Problem 45 to solve
(reference problem 45)
Suppose the solution of the boundary-value problem and are solutions of the associated homogeneous differential equation chosen in the construction of so that Prove that the solution of the boundary-value problem with nonhomogeneous DE and boundary conditions, is given by
[Hint: In your proof, you will have to show that Re read the assumptions following (24).]
Step 1 :
In this problem we have to find the given differential equation by using boundary-value problem.
Given differential equation is and ,
The homogeneous differential equation is