explain irrational square roots?

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explain irrational square roots?

Mathematics
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Exactly what do you mean by irrational square root? I can tell you this; whenever integer in square root is NOT square number, this square root is irrational.
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Which number in square root is NOT square number?

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For example. \(9\) is square number because \(3^2 = 9\). So \(\sqrt9\) is not irrational since \(\sqrt9 = 3\)
ohhh
so it's 99?
Right.
thank you
\(99 = 11\times9\), which is not square number.
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