![\frac{\sqrt[3]{b^2}}{\sqrt[4]{b}}\\\\\\\frac{b^{2/3}}{b^{1/4}}\\\\\\b^{2/3 - 1/4}\\\\\\b^{8/12 - 3/12}\\\\\\b^{5/12}\\\\\\](/tpl/images/1010/3765/a68f4.png)
![\sqrt[n]{x^m} = x^{m/n}](/tpl/images/1010/3765/d46c7.png)
In the third step, I subtracted the exponents through the rule 
where 'a' is nonzero.The answer is equivalent to ![\sqrt[12]{b^5}](/tpl/images/1010/3765/1b93c.png)
which is the 12th root of b^5.
Whats the simplified form of the expression? (13points+brainliest)
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Mathematics, 01.01.2021 02:20 2021andrewkell
Whats the simplified form of the expression? (13points+brainliest)
Answers: 2
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