![\frac{4\sqrt{6}}{\sqrt[3]{2}}](/tpl/images/0478/5939/7916c.png)
![(\frac{(\sqrt[3]{2})^2}{(\sqrt[3]{2})^2})\\\frac{4\sqrt{6}}{\sqrt[3]{2}}*(\frac{(\sqrt[3]{2})^2}{(\sqrt[3]{2})^2})=](/tpl/images/0478/5939/253f9.png)
![a^n*a^m=a^{m+n}\\\frac{4\sqrt{6}*(\sqrt[3]{2})^2}{(\sqrt[3]{2})^3}=\\\frac{4\sqrt{6}*(\sqrt[3]{2})^2}{2}=](/tpl/images/0478/5939/16b08.png)
![\frac{4\sqrt{6}*\sqrt[3]{2^2}}{2}=\\\frac{4\sqrt{6}*\sqrt[3]{4}}{2}=](/tpl/images/0478/5939/5dd99.png)
![4^{\frac{1}{3}}=4^{\frac{2}{6}}=\sqrt[6]{4^2}\\6^{\frac{1}{2}}=6^{\frac{3}{6}}=\sqrt[6]{6^3}](/tpl/images/0478/5939/2c0fe.png)
![\frac{4\sqrt[6]{4^2}\sqrt[6]{6^3}}{2}=\\\frac{4\sqrt[6]{16*216}}{2}=\\\frac{4\sqrt[6]{3456}}{2}=\\\frac{4\sqrt[6]{2^6*54}}{2}=\\\frac{8\sqrt[6]{54}}{2}=\\4\sqrt[6]{54}](/tpl/images/0478/5939/c01ae.png)
![4\sqrt[6]{54}](/tpl/images/0478/5939/dd413.png)
a - (12 sqrt of 27)/2
Mathematics, 28.01.2020 21:11, raweber
Which expression is equivalent to (4 sqrt of 6)/(cube root of 2)?
a - (12 sqrt of 27)/2
b - (4 sqrt of 24)/2
c- (12 sqrt of 55296)/2
(12 sqrt of 177147)/3
Answers: 3
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Do you know the correct answer?
Which expression is equivalent to (4 sqrt of 6)/(cube root of 2)?
a - (12 sqrt of 27)/2
a - (12 sqrt of 27)/2
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