1. The problem is to illustrate a flow chart from the given vertices and edges. 2. The vertices are: $A, B, C, D, E, F, G, H$. 3. The edges establish connections between vertices as follows: - $A \to B$ - $B \to C, D, E$ - $C \to E$ - $D \to F$ - $E \to F$ - $F \to G$ - $G \to B, H$ 4. This flow chart represents a directed graph where each arrow points from one vertex to another following the edges. 5. To summarize the flow: - Starts at $A$ going to $B$ - From $B$ it can go to $C$, $D$, or $E$ - $C$ leads to $E$ - Both $D$ and $E$ lead to $F$ - $F$ leads to $G$ - $G$ leads back to $B$ (creating a cycle) and also to $H$ 6. The cycle $B \to C,D,E \to F \to G \to B$ illustrates a loop in the flow chart. This explains the sequence and connections in the flow chart clearly.