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why is a/sqrt(a)=sqrt(a) ?
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\[a=\sqrt{a}^2\]
\[a/\sqrt{a} = \sqrt{a}^2/\sqrt{a}=\sqrt{a}\]
\[\frac{a}{\sqrt{a}}=\frac{\sqrt{a}\times \sqrt{a}}{\sqrt{a}}\]
one way to see it is to square both and see that you get \(a\)
\((\sqrt{a})^2=a\) and also \((\frac{a}{\sqrt{a}})^2=\frac{a^2}{a}=a\)
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