Please help!
Describe how to transform the quantity of the sixth root of x to the fifth power, to the seventh powerinto an expression with a rational exponent. Make sure you respond with complete sentences.

Question

Please help!
Describe how to transform the quantity of the sixth root of x to the fifth power, to the seventh powerinto an expression with a rational exponent. Make sure you respond with complete sentences.

anonymous · Answer

Can you write it out? I think it looks like $$(\sqrt[6]{x}^{5})^{7} $$

anonymous · Answer

yes, thats right.

anonymous · Answer

An nth root of a number is the same as that number to the (1/n), so the 6th root of x^5 is x^(5/6).

anonymous · Answer

okay

anonymous · Answer

Then you multiply the exponent by 7.= (5*7)/6

anonymous · Answer

ok

anonymous · Answer

So I'm not sure how to make the exponent any more rational without moving backwards  ($$\sqrt[6]{x}^{35}$$).

anonymous · Answer

so this is as far as we can go?

anonymous · Answer

Yes, pretty much.

coconutjj · Answer

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