Question

Simplify 2 square root of 108

6 square root of 3
8 square root of 3
12 square root of 3
72 square root of 3

Answer 1

Simplify\[2\sqrt{108}\]

Answer 2

\(\ \sf \Large 2\sqrt{108} \implies 2\sqrt{9 * 12} \implies 6\sqrt{12} \implies 6\sqrt{4*3} = 12\sqrt{3} \)

Answer 3

o find the square root of this expression...
First, look at the "number" part of your expression, the 108 .

108 is 36 times 3 ...
...and 36 can be written as 6 to the power 2.
So, the 36 can just be pulled outside of the radical sign, as a 6 ,
6\[2*6\sqrt{3}\]