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Prove that: √e >= 3/2 . Any options for this inequality?
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Is it:\[\large \sqrt{e} \geq\frac{3}{2} \]??
yes. that's it.
And is \(e\) \(2.7...\) or is it just a variable?
e is the constant also.
so its a variable like \(x\)?
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no, is the Euler's number. 2,7 as you previously said.
sorry i dont know..i should have read the question properly before answering :/ https://www.wolframalpha.com/input/?i=%E2%88%9Ae+%3E%3D+3%2F2
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