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How do you simplify $2sqrt24 * sqrt16$ ?

1 Answer

Apr 30, 2015

Consider that:
$sqrt(16)=4$
$sqrt(24)=sqrt(6*4)=2sqrt(6)$
And $sqrt(a)*sqrt(b)=sqrt(a*b)$
So:
$=2*2sqrt(6)*4=16sqrt(6)$

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