Question: Use dynamic programming to find the shortest path (or paths, in case of a tie) for the following problem (see Excel worksheet for your group's

Use dynamic programming to find the shortest path

Use dynamic programming to find the shortest path (or paths, in case of a tie) for the following problem (see Excel worksheet for your group's costs). After solving the original problem...suppose that you find out that it is impossible to go from G to J. Does that change your optimal path? If so, state the new optimal path and the increase in the total cost. If it doesn't change the optimal path, is it possible to lower the cost of going from G tol to make it part of the shortest path? (assume that the cost from G to must be at least 1.) START END Use dynamic programming to find the shortest path (or paths, in case of a tie) for the following problem (see Excel worksheet for your group's costs). After solving the original problem...suppose that you find out that it is impossible to go from G to J. Does that change your optimal path? If so, state the new optimal path and the increase in the total cost. If it doesn't change the optimal path, is it possible to lower the cost of going from G tol to make it part of the shortest path? (assume that the cost from G to must be at least 1.) START END

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