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Which number is smaller, \(\sqrt{23}\) or 5?

Answer and explanation

Correct answer: \(\sqrt{23}\)

Both numbers are positive, so we can compare their squares. We have \(5^2=25\) and \((\sqrt{23})^2=23\). Since \(23<25\), it follows that \(\sqrt{23}<5\). Therefore, \(\sqrt{23}\) is the smaller number. Exam tip: Squaring is a useful method for comparing positive numbers involving square roots.

Related tags

Real NumbersComparisonSquare RootsNumber SystemsIrrational NumbersMathematicsClass 9 Mcq

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