Does anyone understand dynamic programming, and can help me with my homework question?
The Car Rental Agency has four cars available at the Central Headquarter. There are requests from three marketing outlets for one car apiece. Based on customer satisfaction, mileage and transportation costs, the following net profit matrix has been constructed. How do you plan the delivery so that the total net profit is maximized?
number of market 1 market 2 market 3 cars 1 7 12 9 2 5 10 5 3 8 10 7 4 9 11 14
Formulate this problem using dynamic programming. Remember to define the optimal value function, decision variables, and set the boundary condition
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