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Factor and simplify the algebraic expression:
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\[x ^{5/6}-x ^{1/6}\]
\[6\sqrt{x ^{5}}\]
becasue, when you change that radical it becomes\[6\sqrt{x ^{5}} - 6\sqrt{x ^{1}}\] then, you simpify since they both have the smae radical. then, \[6\sqrt{x ^{5/1}}\] because, when it is - you divide. then the answer would be: \[6\sqrt{x ^{5}}\]
hope it helps :)
Thank you! Do you do anything different with an equation like this : \[(x+9)^{1/4}+(x+9)^{3/4}\]
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yes, use the same. Give em a medal, I ll solve it for you
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