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xsqrt(x)+xsqrt(x)
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does it look like 2x sqrtx
Yes.
\[x \sqrt x+ x \sqrt x= 2x \sqrt x\]
add them up and what do you think it is?
\[x \sqrt{x}+x \sqrt{x}\]
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cool
so whats that equal?
2xsqrt(x)^2?
obviously
thats wrong
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the book is telling me it equals 2x(x)^3/2
two radicals added together can't turn into ^2
yeah because you have to get ride of the square roots so theres your answer
how does that work?
there you go
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isnt x^3/2 x^m/n?
\[(x^2)^{1/2*3}= x^{2*\frac{ 1 }{ 2 }*3}=x^3\]
where is x^2 coming from?
and * 3
it was in your question\[\sqrt[3]{x^2}\]
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no that was a mistake
\[\sqrt{x}+\sqrt{x}\]
why is that x^3/2
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