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[FM Mod] F921TH — F921TH amp921th is an auto-loading and auto-updating Amp921TH Mod pack with a UI that is built for low latency.Q:Proving an Inequality via Induction
I just finished another of Gilbert Strang’s videos about proof by induction, and I’m still stuck on this problem:
Prove that:
$\sqrt{x^2 + 2x} — \sqrt{x^2 + 2x + 1} \leq 0$ for all real $x > -1$
I’m wondering why this inequality is even true. This is what he did to prove it, but I’m still confused about the details:
First, for the base case:
$\sqrt{4} — \sqrt{2} = 2 — 1 = 1$
And for the inductive step:
$2\sqrt{2x + 1} — \sqrt{2x + 3} \leq 2\sqrt{2x + 1} — \sqrt{2x + 4}$
$= 2\sqrt{2x + 1} — (2\sqrt{2x + 2} + 2)$
$= 2\sqrt{2x +
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