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One can allocate 5 medical teams to 3 countries. Each additional team allocated to a country increase the life expectation in this country, but this increase is nonlinear. The following table gives data on the life expectancy in each country depending on how many medical teams are sent to each one. Each country can have between 0 and 5 medical teams. Use dynamic programming to find the solution that maximizes life expectancy for all three countries. 20 Number of medical Country 1 Country 2 Country 3 teams 0 0 0 0 1 45 50 2 70 45 70 3 90 4 105 110 100 5 120 150 130 75 80 One can allocate 5 medical teams to 3 countries. Each additional team allocated to a country increase the life expectation in this country, but this increase is nonlinear. The following table gives data on the life expectancy in each country depending on how many medical teams are sent to each one. Each country can have between 0 and 5 medical teams. Use dynamic programming to find the solution that maximizes life expectancy for all three countries. 20 Number of medical Country 1 Country 2 Country 3 teams 0 0 0 0 1 45 50 2 70 45 70 3 90 4 105 110 100 5 120 150 130 75 80