How do you simplify $-4sqrt15*-sqrt3$ ?

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Answer 1 · 2017-06-03T10:46:01

$12sqrt5$

Given, $-4sqrt15* -sqrt3 = (-xx-)4sqrt(3*5)*sqrt3$

$rArr +4sqrt3*4sqrt5*sqrt3$

$rArr 4sqrt3sqrt3*sqrt5$

$rArr 4*3^(1/2)3^(1/2)*sqrt5$

$rArr 4*3^(1/2+1/2)*sqrt5$

$rArr 4*3^(2/2)*sqrt5$

$rArr 4*3*sqrt5 = 12sqrt5$

How do you simplify -4sqrt15*-sqrt3-4sqrt15*-sqrt3?