Question

@ganeshie8 @ash2326 @dan815 @SithsAndGiggles @paki i need as much help with this as possible..

Answer 1

@wrstlr3232

Answer 2

can you help me ?

Answer 3

\[\large\sqrt[6]{125x^3y^9z^6}\]
Recall some properties of roots:
\[\large\sqrt[b]{a^c}=a^{c/b}~~~\text{and}~~~\sqrt{ab}=\sqrt a\sqrt b\]
So you can use the second property to rewrite the original expression as
\[\large\sqrt[6]{125}\sqrt[6]{x^3}\sqrt[6]{y^9}\sqrt[6]{z^6}\]
and the first property to get
\[\large125^{1/6}x^{3/6}y^{9/6}z^{6/6}\]
Notice that \(\large125=5^3\), so you have
\[\large(5^3)^{1/6}x^{3/6}y^{9/6}z^{6/6}\]
Another property:
\[\large\left(a^b\right)^c=a^{bc}\]
so you have
\[\large5^{3/6}x^{3/6}y^{9/6}z^{6/6}\]
What can you get from this?

Answer 4

\[z \sqrt{5xy^3}\]?