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Problem 1. For each whole number n, explain why there exists x with (2n - 1)1/2

Problem 1. For each whole number n, explain why there exists with (2n 1)7T/2 < < (2n + 1)T/2 such that tan(:c) = Problem 2. For all e (O, define = (1 + Write a table of values of f@) for a; = 1, 10, 100, 1000, and guess f@). If the limit exists, explain why it must be 2 1.