If the four edges of the rectangular plate in are simply supported, then show that the
Chapter 13, Problem 20(choose chapter or problem)
If the four edges of the rectangular plate in Problem 19 are simply supported, then show that the particular solution satisfies the boundary conditions
w(0, y)=0, w(a, y)=0, 0<y<b
w(x, 0)=0, w(x, b)=0, 0<x<a
\(\left.\frac{\partial^{2} w}{\partial x^{2}}\right|_{x=0}=0\), \(\left.\quad \frac{\partial^{2} w}{\partial x^{2}}\right|_{x=a}=0\), 0<y<b
\(\left.\frac{\partial^{2} w}{\partial y^{2}}\right|_{y=0}=0\), \(\left.\quad \frac{\partial^{2} w}{\partial y^{2}}\right|_{y=h}=0\), 0<x<a
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