Mathematics, 10.08.2021 14:40 shea3042

Let f(z)=u(x, y)+iv(x, y) show that if f(z) and $\bar{f(z)}$ is analytic function then f(z) is constant function.

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Let f(z)=u(x, y)+iv(x, y) show that if f(z) and is analytic function then f(z) is constant function. ​

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Let f(z)=u(x, y)+iv(x, y) show that if f(z) and $\bar{f(z)}$ is analytic function then f(z) is constant function.