Find the square root of 9612596\dfrac{1}{25}96251.
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96125=240125=240125=(7×7)×(7×7)(5×5)=7×75=495=945\sqrt{96\dfrac{1}{25}} = \sqrt{\dfrac{2401}{25}}\\[1em] = \dfrac{\sqrt{2401}}{\sqrt{25}}\\[1em] = \dfrac{\sqrt{(7\times7)\times(7\times7)}}{\sqrt{(5\times5)}}\\[1em] = \dfrac{7\times7}{5}\\[1em] = \dfrac{49}{5}\\[1em] = 9\dfrac{4}{5}96251=252401=252401=(5×5)(7×7)×(7×7)=57×7=549=954
96125=945\sqrt{96\dfrac{1}{25}} = 9\dfrac{4}{5}96251=954
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