Question

Using Integration Factor method to solve

b) Find Greens function for the BVP y(4) = -f, 0<x< 1, y(0) = y(0) = y(1) = y(1) = 0.

General

u(n) = axu(k-1) +g(t) k=1 lo U(t) = U(0)U1(t) +Ư (0)U2(t) + ... +Un-1)(0)Un(t) +| Unt – TÌq(T)dx U (0) = 0 U (0) = 0 Tkk-2)(0

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Answer #1

Solh 664 - 694 = -1 = (0) (6) To find the greenis functions for the BVP y = -f, OLOLI 2 910)ya 90) 400 J Pretty we will show

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