Since $\displaystyle \sqrt[m]{\sqrt[n]{b}} = \sqrt[mn]{b}$, how would you be able to simplify $\displaystyle \sqrt[m]{a\sqrt[n]{b}}$ where a andb are both constants
Since $\displaystyle \sqrt[m]{\sqrt[n]{b}} = \sqrt[mn]{b}$, how would you be able to simplify $\displaystyle \sqrt[m]{a\sqrt[n]{b}}$ where a andb are both constants
You could write it as $\displaystyle \sqrt[m]{a}\sqrt[mn]{b}$ or as $\displaystyle a^{1/m}b^{1/mn}$