How do you simplify $\sqrt{12 x^{5}} \cdot \sqrt{12 x^{5}}$ $sqrt(12x^5) *sqrt(12x^5)$ ?

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Answer 1 · 2015-05-03T20:40:31

$\sqrt{a} \cdot \sqrt{a} = \sqrt{a \times a} = \sqrt{a^{2}} = a$ $sqrt(a)*sqrt(a) = sqrt(axxa) = sqrt(a^2) = a$

So
$\sqrt{12 x^{5}} \cdot \sqrt{12 x^{5}} = 12 x^{5}$ $sqrt(12x^5)*sqrt(12x^5) = 12x^5$

How do you simplify sqrt(12x^5) *sqrt(12x^5)√12x5⋅√12x5sqrt(12x^5) *sqrt(12x^5)?