Find two irrational numbers lying between `sqrt(2)\ a n d\ sqrt(3)`

Explanation

We know , both `sqrt2\ and \sqrt3` are irrational number.
So `sqrt2+sqrt3` is also irrational.
Therefore`(sqrt2+sqrt3)/2 \and \(sqrt2+sqrt3)/4` are also irrational number. As ,
`sqrt2<(sqrt2+sqrt3)/4` , `(sqrt2+sqrt3)/2<(sqrt3)`
`(sqrt2+sqrt3)/2 \and \(sqrt2+sqrt3)/4` are two irrational number between `sqrt(2)\ a n d\ sqrt(3)`