Question

Higher Roots
simplify

Answer 1

\[\frac{ 24 }{ \sqrt[4]{256} }\]
a.3/8
b. 24/16
c.6
d.12

Answer 2

\[\sqrt[5]{x}\] (x^14) in the equation

Answer 3

to simplify, factor 256 into its prime factors. then look for the same factor repeated 4 times, which you can "pull out" of the radical

example fourth root of (2*2*2*2*3) is 2* fourth root of 3

Answer 4

simplify
\[\sqrt[5]{x^{14}}\]
a. \[x*\sqrt[5]{x^4}\]
b. \[x^{7}\]
c. \[x^{4}*\sqrt[5]{x^4}\]
d. \[x^{2}*\sqrt[5]{x^4}\]

Answer 5

you should do only 1 question per post. otherwise it is too confusing.

can you factor 256?
what number divides into 256 ?

Answer 6

hi @litchlani