if -3+ixy and x+y+4i are conjugate to each other , find the value of x and y
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functions of n variables (n≤2) that are continuous over some domain together with their partial derivatives of the first and second orders and that satisfy Laplace’s differential equation in this domain:
. For example, x2 − y2 and 2 xy, being the real and imaginary parts of the function ξ2 = x2 − y2 + 2 ixy, are harmonic functions.
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