Question

How do you simplify `sqrt(6x) divsqrt24`?

Answer 1

Simplification is done by `sqrt(a)/sqrt(b)=sqrt(a/b)` and division.

Explanation:

We know that

`sqrt(a)/sqrt(b)=sqrt(a/b)`

Let `a=6x` and `b=24`

`=>sqrt(6x)/sqrt(24)=sqrt((6x)/24)`

`=>sqrt(6x)/sqrt(24)=sqrt((x)/4)`

`=>sqrt(6x)/sqrt(24)=((x)/4)^(1/2)`