Question

Rewrite in simplest rational exponent form √x • 4√x. Show each step of your process.

Answer 1

some one please help

Answer 2

please help @pooja195 and @texaschic101

Answer 3

is it

\[\Large \sqrt{x}*4\sqrt{x}\]

OR

is it

\[\Large \sqrt{x}*\sqrt[4]{x}\]

Answer 4

the second one

Answer 5

\[\LARGE \sqrt{x}*\sqrt[4]{x} = \sqrt[2]{x}*\sqrt[4]{x}\]

\[\LARGE \sqrt{x}*\sqrt[4]{x} = x^{1/2}*x^{1/4}\]

\[\LARGE \sqrt{x}*\sqrt[4]{x} = ???\]

Answer 6

do you see how to finish up?

Answer 7

x^1/8

Answer 8

you don't multiply the exponents, you add them

Answer 9

x^3/4

Answer 10

good, the answer is \[\LARGE x^{3/4}\]

Answer 11

oh thank you so much

Answer 12

no problem

Answer 13

oh wait one more question

Answer 14

@jim_thompson5910

Answer 15

go ahead

Answer 16

Rewrite in simplest radical form
x
5
6
x
1
6
. Show each step of your process.

Answer 17

draw it out please

Answer 18

or use the equation editor

Answer 19

\[\frac{ x^5/6 }{ ?x^1/6 }\]

Answer 20

so \(\LARGE x^{5/6}\) all over \(\LARGE x^{1/6}\) ??

Answer 21

ok great

Answer 22

the bases are both x
so we subtract exponents (top - bottom)