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Simplify each expression. Rationalize denominators. Show all work, step-by-step. sqrt w^4/x^3

Mathematics
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Is the bottom a sqrt too?
If so, multiply top and bottom by sqrt x^3
this is what it looks like
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Other answers:

Right well that is the same as \[\sqrt{w^4}/\sqrt{x^3}\] So just multiply the top and the bottom by \[\sqrt{x^3}\] giving you x^3 on the bottom and \[\sqrt{w^4}\sqrt{x}\] on the top
thats it or more to it
Multiply the fraction by root x^3 over root x^3
\[\frac{ \sqrt{w^4}\sqrt{x^3} }{ x^3 }\]
And sqrt of w^4 is just w^2 so \[\frac{ w^2\sqrt{x^3} }{ x^3 }\]
That's it.
thank u!!

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