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Which of the following is the best starting point for approximating the square root of seventy-three to the nearest whole number?
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what are the choices for this problem @meilendurcer ?
73 between what two perfect squares?
\[\sqrt{1}<\sqrt{73}<\sqrt{100}\] \[\sqrt{64}<\sqrt{73}<\sqrt{81}\] \[\sqrt{72}<\sqrt{73}<\sqrt{74}\] \[\sqrt{70}<\sqrt{73}<\sqrt{80}\]
the second choice, because we already know the values of the square roots of 64 and of 81
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no problem :)
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