How do you simplify $5 \sqrt{9 t^{2}} \times 5 \sqrt{2 t}$ $5sqrt(9t^2)times5 sqrt(2t)$ ?

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Answer 1 · 2017-07-29T17:49:12

See a solution process below:

First, simplify the radical on the left:

$(5 \times 3 t) \times 5 \sqrt{2 t} \Rightarrow$ $(5 xx 3t) xx 5sqrt(2t) =>$

$15 t \times 5 \sqrt{2 t} \Rightarrow$ $15t xx 5sqrt(2t) =>$

$(15 t \times 5) \sqrt{2 t} \Rightarrow$ $(15t xx 5)sqrt(2t) =>$

$75 t \sqrt{2 t}$ $75tsqrt(2t)$

How do you simplify 5√9t2×5√2t5sqrt(9t^2)times5 sqrt(2t)?