Simplify the expression below. √(4e/3f)

To simplify the expression √(4e/3f), we start by recognizing that we can separate the square root of the fraction:

[

sqrt{frac{4e}{3f}} = frac{sqrt{4e}}{sqrt{3f}}

]

Now we can simplify the square roots separately:

[

sqrt{4e} = sqrt{4} cdot sqrt{e} = 2sqrt{e}

]

Putting this back into the expression gives:

[

frac{2sqrt{e}}{sqrt{3f}}

]

This can be rewritten as:

[

2frac{sqrt{e}}{sqrt{3f}} = 2sqrt{e}/sqrt{3f}

]

Therefore, the correct answer is:

D) 2√(e)/√(3f)

This solution shows how to simplify using properties of square roots. Great job working through this problem! If you need more help, feel free to ask.