Prove by mathematical induction that ∀ n ∈ {Z}, if n≥ 4, then {n^2}≤ {{2}^n}.
Question: Prove by mathematical induction that \(\forall n\in \mathbb{Z}\), if \(n\ge 4\), then \({{n}^{2}}\le {{2}^{n}}\).
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