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How do I find the simplest radical form of 75^1/2 divided by 3^1/2+ 8^1/2?
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hey how do u do the pink bar i know there is some code
unfortunately , I am stuck with this based on my level
kkk
\[\frac{\sqrt{75}}{\sqrt{8} +\sqrt{3}}\] \[\frac{\sqrt{25}\sqrt{3}}{\sqrt{8} +\sqrt{3}}\] \[\frac{5\sqrt{3}}{\sqrt{8} +\sqrt{3}}\]
hopefully , I didn't screw up again
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Thanks :)
now multiply the numerator and denominator by the conjugate\[\sqrt{8}-\sqrt{3}\]
\[5\sqrt{24}-15 / 5\]
\[2\sqrt{6}-3\]
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