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QUESTION
Question: Let P(z) be a polynomial with complex coefficients such that P(n) =0 for all integer n. Prove that P(z) = 0 for all z C(complex number) Q2....
Question:
Q1. Let P(z) be a polynomial with complex coefficients such that P(n) =0 for all integer n. Prove that P(z) = 0 for all z ∈ C(complex number)
Q2. Construct an explicit 1 - 1 and onto map f : [0,1]→ (0,1)
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