How do you express the (squareroot)2 + (squareroot)6 over (squareroot)3 with a rational denominator

My computer doesnt have the square root symbol but this is a fraction and everything with (squareroot) infront is obviously a square root.. I have EOCs and need to figure out how to do this asap.

(√2 + √6) / √3
= (√3)(√2 + √6) / (√3)(√3)
= [ √(3×2) + √(3×6) ] / 3
= (√6 + √18) / 3
= [ √6 + (√9)(√2) ] / 3
= (√6 + 3√2) / 3
= ⅓√6 + √2.