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Question 2 This question has three parts and tests mathematical induction. (i) Give a recursive definition of the set P of all positive integers greater

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Question 2 This question has three parts and tests mathematical induction. (i) Give a recursive definition of the set P of all positive integers greater than 1, (ii) formulate the applicable induction principle and then (iii) apply the induction principle to prove that 2n 4 3 2n-1 for all integers n > 2

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