How do you multiply $(4sqrt (x^12)) / (24 sqrt (x^2))$ ?

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Answer 1 · 2015-05-14T17:55:06

The answer is : $x^(5)/6$

Let's rewrite your fraction :

$(4sqrt(x^(12)))/(24sqrt(x^(2))) = (4x^(12/2))/(24x^(2/2)) = 4/24 * x^(6)/x = 1/6 * x^(6-1) = 1/6 * x^(5) = x^(5)/6$

That's it!

How do you multiply (4sqrt (x^12)) / (24 sqrt (x^2)) (4sqrt (x^12)) / (24 sqrt (x^2))?