How do you simplify $sqrt(2c^2)*sqrt(8c)$ ?

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Answer 1 · 2018-04-16T00:06:59

$4|c|sqrtc$

Note that: $sqrta*sqrtb= sqrt(ab)$

So:
$sqrt(2c^2)(8c)= sqrt(2c^2*8c)$

Therefore:
$sqrt(16c^3)$

$sqrt(16c^2*c)$

$4|c|sqrtc$

How do you simplify sqrt(2c^2)*sqrt(8c)sqrt(2c^2)*sqrt(8c)?