Math, asked by togepallavi, 2 months ago

an analytic function with conctat modules is​

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Answered by nxtlegend12
0

Answer:

If f(z) is an analytic function with constant modulus, show that f(z) is constant? - Quora. Write f(z) =u(x,y) + i.v(x,y). As f(z) is analytic, by Cauchy-Riemann conditions, u_x = v_y and u_y = -v_x, where the subscripts denote partial differentiation.

Answered by prmayna842
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Answer:

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