Question
prove n^3 >=(n+1)^2 for all n>=2

Prove that the following statement is true oo give counter example, h3> (htig for all nya

Step by step answer would be appreciated.
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Answer #1

Let P(n): n3 For n=2, n3 , +1) for all n712 L.H.S , 23=8 R.H.S2 (4+1) = (2+1)3% 9 8 29 i L.H.S <R.H.S Since, P() is true torTherefore, (x-1)3 7 {(k+1) + 1} L.HSY, Rattos P(karl) is true whenever P(k) is true, the principle of mathematical inauction,

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