Question: 6. Below is an incomplete proof Prove that 3n2 > 2(n+1)2 for n 5 3n2 > 2(n+1)2 Is equivalent to 3n2 > 2(n2 + 2n

6. Below is an incomplete proof Prove that 3n2 > 2(n+1)2 for n 5 3n2 > 2(n+1)2 Is equivalent to 3n2 > 2(n2 + 2n +1) Is equivalent to 3n2 > 2n2 + 4n +2 Is equivalent to n2 > 4n +2 Finish the proof, by showing why n2 > 4n +2 Hint: youll need to use the fact that n 5.

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