Number of crimes in 3 districts of a city is related to the number of patrol...
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Number of crimes in 3 districts of a city is related to the number of patrol cars assigned to each district. There are five patrol cars available. Since a large number of crimes happens in district 2, it is desired to assign at least three patrol cars to this district. Determine how many patrol cars should be assigned to each district by using dynamic programming and moving backward. District 1 District 2 District 3 0 14 25 20 Number of patrol cars assigned to districts 1 2 3 4 10 7 19 16 14 11 4 14 8 1 12 6 5 0 11 5 Number of crimes in 3 districts of a city is related to the number of patrol cars assigned to each district. There are five patrol cars available. Since a large number of crimes happens in district 2, it is desired to assign at least three patrol cars to this district. Determine how many patrol cars should be assigned to each district by using dynamic programming and moving backward. District 1 District 2 District 3 0 14 25 20 Number of patrol cars assigned to districts 1 2 3 4 10 7 19 16 14 11 4 14 8 1 12 6 5 0 11 5
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