can u simplify the square root of n to the the fifth power (assuming n is positive)

Question

0

854

1

Guest Feb 6, 2015

+26400

+10

Best Answer

Can u simplify the square root of n to the the fifth power (assuming n is positive)

$$\left(\sqrt{n}\right)^5 = \left(n^{\frac{1}{2}}\right)^5= n^{\frac{5}
{2}} = n^{2.5}$$

heureka Feb 6, 2015

heureka · Answer 1 · 2015-02-06T01:14:54

Can u simplify the square root of n to the the fifth power (assuming n is positive)

$$\left(\sqrt{n}\right)^5 = \left(n^{\frac{1}{2}}\right)^5= n^{\frac{5}
{2}} = n^{2.5}$$