Question

how do you simplify http://mathway.com/math_image.aspx?p=SMB02RSMB03SMB02ISMB034SMB02iSMB03SMB02FSMB032SMB103SMB02fSMB03SMB02rSMB03?p=27?p=42

Answer 1

lol (2/3)^1/4
it cant b more

Answer 2

the 4th root of 2/3...
you have to separate the numerator & denominator ... and remove the radical from the denominator

Answer 3

\[\sqrt[4]{2\over3}={\sqrt[4]{2}\over \sqrt[4]{3}}\]

Answer 4

??

Answer 5

\[={\sqrt[4]{2}\cdot\left( \sqrt[4]{3} \right)^3 \over \sqrt[4]{3}\cdot\left( \sqrt[4]{3} \right)^3}= {\sqrt[4]{2\cdot3^3}\over\left( \sqrt[4]{3} \right)^4}\]

Answer 6

\[\huge ={\sqrt[4]{54}\over3}\]

Answer 7

Basically, as a rule you should NOT have a radical in the denominator