Question

Give an example of two irrational numbers whose quotient is rational

Answer 1

Let the no's be 3√2 and 2√2 
Now divide them, the quotient is 3/2 
So, the quotient is rational
Hence the no's are 3√2 and 2√2

Answer 2

this your answer

So Let X= root 8

and Y = root 2

now divide X and Y

= root 8 / root 2

=root 4

= 2

that is rational