Question: Determine whether the given functions are harmonic or not. If they are harmonic functions, find for each a function $f(z) $ of which the given

 Determine whether the given functions are harmonic or not. If they

Determine whether the given functions are harmonic or not. If they are harmonic functions, find for each a function $f(z) $ of which the given function is the real part and show that the function $v(x, y) $ (which you find) also harmonic a. $u(x, y)=-cosh y \cos x$ b. $u(x, y)=e^{x} \cos y+e^{y} \sin x$ CS. SD. 124

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