How do you simplify $sqrt(363b^3c)$ ?

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Answer 1 · 2016-09-17T16:28:19

$11bsqrt(3bc)$

Write 363 as the product of its prime factors first - then you will know what you are working with.

$sqrt(363b^3c) = sqrt(3xx11xx11b^3c)$

Identify any squares: = $sqrt(3xx11^2 xx b^2 xx b xxc)$

Find square roots where possible.

= $11bsqrt(3bc)$

How do you simplify sqrt(363b^3c)sqrt(363b^3c)?