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Consider V2 u = f(x, y) , (x, y) En = (-00, 00) x (0, 00), Vu . nan = h(x, y), lima,y yo. h(x,

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Consider V2 u = f(x, y) , (x, y) En = (-00, 00) x (0, 00), Vu . nan = h(x, y), lima,y yo. h(x, y) = 0. Assume f, h E C(R2). Find the Green's function using the method of images. Then use the Green's function to formulate your solution u(x, y) for the PDE. (Hint: your Green's function satisfies homogeneous boundary condition)

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