How do you simplify $2 \sqrt{6 k^{2}}$ $2sqrt(6k^2)$ ?

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Answer 1 · 2017-01-18T17:41:06

$2 | k | \sqrt{6}$ $2absksqrt6$ .

Using the property that states that $\sqrt{a b} = \sqrt{a} \sqrt{b}$ $sqrt(ab) = sqrtasqrtb$ :

$2 \sqrt{6 k^{2}} = 2 \sqrt{6} \sqrt{k^{2}} = 2 | k | \sqrt{6}$ $2sqrt(6k^2) = 2sqrt6sqrt(k^2) = 2absksqrt6$

How do you simplify 2sqrt(6k^2)2√6k22sqrt(6k^2)?