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Express the following in simplest radical form. All variables represent positive real numbers. square 9x^9y^4
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I know \[\sqrt{9}= \sqrt{3 }\] but what about the 9 and 4
\[\sqrt{9x^9y^4}\]
\(\sqrt{9} \ne \sqrt{3}\)
thats incorrect ok :) i think u mean this : \(\sqrt{9} = 3\)
That what I meant, so how to get the exponent.
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\(\sqrt{9x^9y^4} \) \(3 \sqrt{x^9y^4} \)
you wanto see if something else can come out of radical
write \(y^4 = (y^2)^2\)
and, write \(x^9 = x^8.x = (x^4)^2.x\)
see if u can simplify further
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