How do you simplify $sqrt(50/3)+sqrt(3/6)$ ?

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Answer 1 · 2018-05-22T20:16:42

(Someone check this please.)

$sqrt(3/6)=sqrt(1/2)=1/sqrt(2)=sqrt2/2$

$sqrt(50/3)=(5sqrt2)/sqrt3=(5sqrt6)/3$

$sqrt2/2+(5sqrt6)/3=(3sqrt2)/6+(10sqrt6)/6=(3sqrt2+10sqrt6)/6$

How do you simplify sqrt(50/3)+sqrt(3/6)sqrt(50/3)+sqrt(3/6)?