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B?
try plugging in a number
?
like what?
option b ..
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\[\frac{ \sqrt{22x^6}}{ \sqrt{11x^4} }=\sqrt{\frac{ 22x^6 }{ 11x^4 }}=\sqrt{2x^2}\] now just simplyfy it:)
plug a value when x > 0 like 1 or 2 into the original equation. then plug that same value either 1 or 2 into the other equations and then see if the answer is equivalent to the output of teh original equation
thats how i did it @sidsiddhartha :)
yes then ure correct \[\sqrt{2x^2}=\sqrt{2}x\]
so C?
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nope \[\sqrt{2x^2}=x \sqrt{2}\]
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