radicals

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|dw:1434417278535:dw|
wow is that hard to read
\[\huge \sqrt{6x^7y^3}\times \sqrt{30x^8y^{21}}\]?

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y^{-3}
\[\huge \sqrt{6x^7y^{-3}} \times \sqrt{30x^8y^{21}}\]
I think that's it
Yeah what he said is what i think it is
\[\sqrt{6x^7y^{-3}} \times \sqrt{30x^8y^{21}} \implies (6x^7y^{-3})^{1/2} \times (30x^8y^21)^{1/2}\] I think this may be easier for you to see
@Astrophysics It is my bad drawing on the computer isn't the easiest thing lol
\[\sqrt{x} \implies x^{1/2}\]
Orrrrrrrr \[\large \sqrt{6x^7y^{-3}} \times \sqrt{30x^8y^{21}} \implies \sqrt{6x^7y^{-3} \times 30x^8y^{21}}\]
Now you can simplify easily
lets ignore the 6*30 for now, lets play around with the variables, do you know how to simplify them?
yes
Ok, please try it and post your attempt
Really you closed the question because I asked you to do the work?

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