Question

Simplify Problem:

Answer 1

\[\sqrt{2}\div \sqrt[3]{2}\]

Answer 2

It is really set up like this:

Answer 3

@iGreen @AnswerMyQuestions @563blackghost

Answer 4

\[\sqrt{2} = 2^{1/2}\] when dividing exponents you subtract.

Answer 5

Oh no it isn't

Answer 6

no thats not the answer im saying squareroot is 1/2 exponent

Answer 7

Okay,

Answer 8

I just don't get how to solve it when it is in the "fraction" form I guess you can call it.

Answer 9

\[\sqrt[3]{2} \implies 2^{1/3}\]

Answer 10

\[\large \frac{ 2^{1/2} }{ 2^{1/3} } \implies 2^{1/2-1/3}\]

Answer 11

Oh okay, that makes sense, So now what happens with the other half of the equation. I know you put \[\sqrt{2}=\sqrt{2}\frac{ 1 }{ 2 }\]

Answer 12

How do I subtract two exponential fractions if they have two different denominators?

Answer 13

its just fractions at this point

Answer 14

OKay

Answer 15

how would you normally do 1/2-1/3?

Answer 16

You would change the denominators??? So that they were the same. SO its 2 and 1/6

Answer 17

\[2\frac{ 1 }{ 6 }\]

Answer 18

yes 2^(1/6)

Answer 19

\[2^{1/6}\]

Answer 20

Thank you