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rewrite with a rational exponent? 3sqrt20
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\[3(20)^{1/2}\]
clear?
I think so I got (20)1/3 with the 1/3 up in right hand corner, I dont know how to do that so I just wanted to clarify
\[3\sqrt[?]{20?}\]
sry I didnt mean to put that
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\[\sqrt[3]{20}\], this is the equation? and it ask to rewrite with a rational exponent
\[\sqrt[n]{a^{m}}=a^{m/n}\] so for example \[\sqrt{10}=10^{1/2}\]remember that 10 is rised to the power 1 another example \[\sqrt[3]{20}=20^{1/3}\]
so the answer is (20)1/3???
yeah
I see you dont have the parenthesis around it. does it have them or not?
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ever since (20)1/3 = (20)^1/3
thank u, thank u!
you're welcome
thanks :)
no problem, I appreciate your help and clarification :)
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