Derive the one-dimensional Greens function for the wave equation by considering a
Chapter 11, Problem 11.2.15(choose chapter or problem)
Derive the one-dimensional Greens function for the wave equation by considering a three-dimensional problem with Q(x, t) = (x x1)(t t1). [Hint: Use polar coordinates for the y0, z0 integration centered at y0 = y, z0 = z.]
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