How do you simplify $sqrt(2u^3 w^2)*sqrt(10u^6 w^4)$ ?

Question

1836 views around the world

You can reuse this answer
Creative Commons License

Answer 1 · 2018-06-07T21:09:43

$2u^4w^3sqrt(5u)$

$=sqrt(2u^3 w^2)*sqrt(10u^6 w^4)$

$=sqrt(2u^3 w^2*10u^6 w^4)$

$=sqrt(20u^9 w^6)$

$=2u^4w^3sqrt(5u)$

How do you simplify sqrt(2u^3 w^2)*sqrt(10u^6 w^4)sqrt(2u^3 w^2)*sqrt(10u^6 w^4)?