Question

cube root of 2x/9y

Answer 1

\[\sqrt[3]{\frac{ 2x }{ 9y }}\]

Answer 2

yes please...

Answer 3

=\[(\frac{ 2x }{9y })^{\frac{1}3}\]

Answer 4

You can't simplify it...

Answer 5

@Vsanchez653

Answer 6

i need a problem to work off of... If this problem cant be simplifyed then can this promble be simplifyed? --- 4th root of 2/3x^2

Answer 7

no...

Answer 8

Do you want me to give you an example of one that can be simplifed...

Answer 9

@Vsanchez653

Answer 10

okay

Answer 11

\[\sqrt[4]{625x^4}=(625x^4)^{1/4}=(5^4)^{1/4}(x^4)^{1/4}=5x\]

Answer 12

Does that help you @Vsanchez653

Answer 13

yes it does.. Thank you..but im still curious about 4th root of 2x/3x^2

Answer 14

That would equal to \[\frac{ \sqrt[4]{2x} }{ \sqrt[4]{3x^2} }=\frac{ \sqrt[4]{2x} }{ \sqrt[4]{3}\times \sqrt{x} }\]

Answer 15

That is the max you can simplify it...

Answer 16

Here are some formulas that might help you
\[(ab)^m=a^m \times b^m\]
\[(a^m)^n=a^{m \times n}\]
\[a^m \times a^n=a^{m+n}\]
\[\frac{ a^m }{ a^n }=a^{m-n}\]
\[\sqrt[n]{x}=x^{\frac{ 1 }{ n }}\]
\[\sqrt[n]{xy}=\sqrt[n]{x}\times \sqrt[n]{y}\]

Answer 17

@Vsanchez653