Find the shortest route from A to G using Bellman’s Optimality Principle.

To find the shortest route from A to G using Bellman's Optimality Principle, we can use the Bellman-Ford algorithm. This algorithm works by repeatedly updating the estimated distance to each vertex based on the distances to its neighboring vertices, until the optimal distances are found.

Let's represent the graph with vertices A, B, C, D, E, F, and G, and the corresponding distances between them as follows:

• A to B: 2
• A to C: 4
• B to C: 1
• B to D: 3
• C to D: 2
• C to E: 5
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