The question itself looks pretty simple, but I'm a complete beginner and have no idea where to start. Any help would be greatly appreciated
Proving that if $p$, $q$ are rationals and $p < q$, then there is a rational $v$ such that $p < v < q$
The question itself looks pretty simple, but I'm a complete beginner and have no idea where to start. Any help would be greatly appreciated
Proving that if $p$, $q$ are rationals and $p < q$, then there is a rational $v$ such that $p < v < q$