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what is the exact value of simplify if possible
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\[\frac{ 8q^2 }{ \sqrt{q^17}}\]
\[\frac{8q^2}{\sqrt{q^{17}}}\]
\[\sqrt{q^{17}}=q^8\sqrt{q}\]
this gives you \[\frac{8q^8}{q^8\sqrt{q}}\]
finish by cancelling the \(q^8\) top and bottom
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so q4 for the bottom
no just \(\frac{8}{\sqrt{q}}\)
you have \(\sqrt{q^{17}}\) and think "two goes in to seventeen eight times with a remainder of one, so \(\sqrt{q^{17}}=q^8\sqrt q\)
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