How do you simplify $4 \sqrt{3} (8 \sqrt{3})$ $4sqrt3(8sqrt3)$ ?

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Answer 1 · 2017-05-28T21:44:38

$96$ $96$

$(4 \sqrt{3}) (8 \sqrt{3})$ $(4sqrt(3))(8sqrt3)$

$32 {(\sqrt{3})}^{2}$ $32(sqrt3)^2$

${(\sqrt{3})}^{2} = \sqrt{9} = 3$ $(sqrt(3))^2=sqrt(9)=3$ - The square root cancels out the square.

$32 (3)$ $32(3)$

$96$ $96$

How do you simplify 4sqrt3(8sqrt3)4√3(8√3)4sqrt3(8sqrt3)?