Question

use induction to prove that for all n > 0, n!>n^(2-1)

Answer 1

the basis step is 0! = 1, then we assume true the hypothesis, then any ideas on inductive step?

Answer 2

You sure you wrote down the RHS(Right Hand Side) correctly:
\[n^{2-1}\]?

Answer 3

sorry, reposted the question as 2^(n-1) on rhs

Answer 4

I'm not sure, but isn't the "greater than" sign meant to be the "greater than or equal" sign
\[\ge \]?