Question: NOTE: A directed path in a digraph is a sequence of distinct vertices such that each one, except the last one, has a directed edge

 NOTE: A directed path in a digraph is a sequence of

NOTE: A directed path in a digraph is a sequence of distinct vertices such that each one, except the last one, has a directed edge to the next vertex in the sequence. A digraph is acyclic if it has no directed cycles. (1) (4+2 pts) Suppose we have a digraph on n vertices that is neither reflexive nor symmetric. What is the maximum number of directed edges such a digraph can have? Justify your answer. Show such a digraph when n-3

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