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Simplify by taking roots of the numerator and the denominator. ^3sqrt125/27
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We can solve by distributing the cube root to the numerator and denominator separately. \[\sqrt[3]{125/27} = \sqrt[3]{125}/\sqrt[3]{27}\]
okay. I'm confused on how to do this. :)
The question to answer is now x*x*x = 125. Find x. Then z*z*z = 27. Find z. Your answer will then your simplified answer will be x/z.
5
5*5*5=125
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3*3*3
Correct. So what is the final simplified answer?
5^3/3^3?
Not quite. We don't need it raised to the third power because we took the cube root. \[\sqrt[3]{125/27} = 5/3\]
oooh ok! :) Thank you :)
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