Question: 9. (10 points) .1 Section 4.6 Give an example of a function f(z) that is analytic in a region, bounded throughout the complex plane but

9. (10 points) .1 Section 4.6 Give an example of a

9. (10 points) .1 Section 4.6 Give an example of a function f(z) that is analytic in a region, bounded throughout the complex plane but is not a constant function. Does this contradict the Liouville's theorem? Explain

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