How do you simplify $sqrt(36r^2s)$ ?

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Answer 1 · 2018-03-15T00:08:44

$color(red)(sqrt(36r^2s) = 6rsqrt(s)$

Given:

$color(blue)(sqrt(36r^2s)$

This radical expression can be rewritten as:

$sqrt(6^2*r^2*s$

$rArr sqrt(6^2)*sqrt(r^2)*sqrt(s)$

$rArr 6*r*sqrt(s)$

Hence,

$color(blue)(sqrt(36r^2s) = 6rsqrt(s)$

Hope it helps.

How do you simplify sqrt(36r^2s)sqrt(36r^2s)?