Simplify the square root of 75w^6 assuming that the variable w represents a positive real number \sqrt{75w^6 Please help asap

Question

Simplify the square root of 75w^6 assuming that the variable w represents a positive real number


`\sqrt{75w^6`

Please help asap

Answer 1

Answer: 5w^3√3

Explanation:

√75w^6 = √75 and w^6*(1/2)

The square root of 75 is 5√3

6*1/2 is 3; √w^6 = w^3

= 5w^3√3✅