How do you simplify $7sqrt(28)$ ?

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Answer 1 · 2018-03-05T19:19:05

You find perfect squares that are factors in the radical.

$√28$

$√4=2$

$7*2√7$

$14√7$

Answer 2 · 2018-03-05T19:53:24

$14sqrt(7)$

$28$ is the same as $2xx14$ witch in turn is the same as $2^2xx7$

Write as $7sqrt(2^2xx7)$

Taking the $2^2$ 'outside' the square root changes it from $2^2" to "2$

$7sqrt(2^2xx7) = 7xx2xxsqrt(7)$

$14sqrt7$

How do you simplify 7sqrt(28)7sqrt(28)?