You are confused #3

If a > b a > b then is it a must that a 2 > b 2 a^2 > b^2

Yes No

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3 solutions

It will only work if a > b |a| > |b| .

It won't work if a > 0 a > 0 whereas b < 0 b < 0

Gia Hoàng Phạm
Sep 29, 2018

Since a 2 = a \sqrt{a^2}=|a| so a 2 = a 2 a^2=|a|^2 and since a N |a| \in \mathbb{N} so it only true if a 2 > b 2 a > b |a|^2>|b|^2 \implies |a|>|b| and the answer is No

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