How do you simplify $14sqrt75$ ?

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Answer 1 · 2018-03-09T14:22:35

See below

Given expression,

$14 sqrt(75)$

We get,

$=14 * sqrt(75) = 14 * sqrt(25*3) = 14 * sqrt (5^2*3) =$

$=14* cancel sqrt(5^cancel(2))*sqrt(3)$ (You cancel the $sqrt$ and $5^color(red)2)$

$=14*5sqrt(3)=$

$= 70 sqrt(3)$

Answer 2 · 2018-03-09T15:24:47

$70sqrt3$

$14sqrt75$

$:.=14xxsqrt(3*5*5)$

$:.sqrt5xxsqrt5=5$

$:.=14*5sqrt3$

$:.=70sqrt3$

How do you simplify 14sqrt7514sqrt75?