Answer
$\frac{(2\sqrt 3+3\sqrt {2})}{3}$
Work Step by Step
Step 1: $\frac{2+\sqrt 6}{\sqrt 3}$
Step 2: Rationalize the denominator: $\frac{(2+\sqrt 6)\times\sqrt 3}{\sqrt 3\times\sqrt 3}$.
Step 3: $\frac{(2\sqrt 3+\sqrt {6\times3})}{\sqrt 3\times\sqrt 3}$
Step 4: $\frac{(2\sqrt 3+\sqrt {9\times2})}{3}$
Step 5: $\frac{(2\sqrt 3+3\sqrt {2})}{3}$
