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between which two consecutive integers does square root 147 lie?
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find the perfect square under the number you want find (12x12=144) and the one just above which is (13x13=169) so 12 and 13 would be your answer
thank you! :]
I recognize that 12^2 = 144, so given 145, I'd assume that the square root of 147 lies in the interval \[(\sqrt{144},\sqrt{169}).\]Why choose 169? Because it's the next perfect square after 144. Why choose 144? Because it's the perfect square closest, but smaller than, 147.
thank you for the detailed explanation!
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