Question: A function of two variables that satisfies Laplace's Equation, Is said be harmonic. Show that the functions defined in Problems 1 and 2 are harmonic
A function of two variables that satisfies Laplace's Equation,
Is said be harmonic. Show that the functions defined in Problems 1 and 2 are harmonic functions.
1. ((x, y) = x3 y - xy3
2. ((x, y) = ln(4x2 + 4y2)
0. dy %3D
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