Question: (3) Let f: {|z| < 1} C be continuous such that f is holomorphic on D = {z| < 1}. Prove that for any

(3) Let f: {|z| < 1} C be continuous such that f

(3) Let f: {|z| < 1} C be continuous such that f is holomorphic on D = {\z| < 1}. Prove that for any a E D it holds that f(a) : f(2) dz \l=1 % a 2ni

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