Transitive Closure

Let M be a $\backslash$lambda $-$NFA with four states and exactly three $\backslash$lambda $-$moves, none from a state to itself. Then it is possible that there are states p and q in M such that for every state r in M$,\backslash$Delta $*($p$,\backslash$lambda $,$ r$)$ and $\backslash$Delta $*($r$,\backslash$lambda $,$ q$)$ are both true. true or false