Which of the following numbers is not an irrational number?
\(\sqrt{6084}\)
A square root is rational only when the number under it is a perfect square. π is a well-known irrational constant.
Check: \(78^{2} = 6084\), so \(\sqrt{6084} = 78\), a rational integer. 7652 and 5428 are not perfect squares, so their roots are irrational.
The number that is not irrational is \(\sqrt{6084}\).
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