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Question: suppose a function fn is defined by the following recursive...

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Suppose a function f(n) is defined by the following recursive formula 3f(n-1) + 6.1, f(0) = 1 Use the guess-and-check method to get a closed-form formula for f(n). That is, guess a formula for f(n) and use induction to prove that your guess is correct. Guess: The following table suggests that a formula for f (n) may be f(n)- f(n) Check: We can prove that this formula holds by strong / weak (regular) induction on n Provide the proof of induction

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