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If n is an odd positive number, can √n be possibly an even number?

If n is an odd positive number, can √n be possibly an even number?
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If n is an odd positive number, can √n be possibly an even number?

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User Andreas Krohn
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No, because the only way to get an even number from a square root is by having to factors that are even, and odd numbers don't have that.
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User Jcdude
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