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Which of \(\sqrt{35}\) and \(6\) is smaller?

Answer and explanation

Correct answer: \(\sqrt{35}\)

Since \(6=\sqrt{36}\) and \(35<36\), we get \(\sqrt{35}<\sqrt{36}=6\). Therefore, \(\sqrt{35}\) is smaller. Option A is incorrect because \(6\) is the larger number. In such questions, compare the number under the square root with nearby perfect squares.

Related tags

Real NumbersOrdering Irrational NumbersSquare RootsNumber ComparisonIrrational NumbersNumber SystemsMathematicsClass 9 Mcq

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