- Consider the following digraph $D$:
- List all the edges whose initial vertex is $v_1$.
- List all the edges whose terminal vertex is $v_1$.
- What is the in-degree and out-degree of $v_1$?
- List two different paths from $v_1$ to $v_4$.
- Does $D$ have:
- A cycle?
- A loop?
- Parallel edges?
- Is $v_1$ reachable from $v_4$? Explain.