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25 new security guards are to be apportioned to the different branches. Determine the number of security guards that are to be assigned in each branch. Branch # of Customers 2,758 5,231 3 ,128 4,145 North Branch South Branch East Branch West Branch Oriental Branch Occidental Branch Total 1,967 3,546 20,775 1.Using the Hamilton method of apportionment, the SD is equal to 2.The final number of security guards that will be apportioned to the North Branch is 3.The final number of security guards that will be apportioned to the South Branch is 4.The final number of security guards that will be apportioned to the East Branch is 5.The final number of security guards that will be apportioned to the West Branch is 6.The final number of security guards that will be apportioned to the Oriental Branch is 7.The final number of security guards that will be apportioned to the Occidental Branch is

25 new security guards are to be apportioned to the different branches. Determine the number of security guards that are to be assigned in each branch. Branch # of Customers 2,758 5,231 3 ,128 4,145 North Branch South Branch East Branch West Branch Oriental Branch Occidental Branch Total 1,967 3,546 20,775 1.Using the Hamilton method of apportionment, the SD is equal to 2.The final number of security guards that will be apportioned to the North Branch is 3.The final number of security guards that will be apportioned to the South Branch is 4.The final number of security guards that will be apportioned to the East Branch is 5.The final number of security guards that will be apportioned to the West Branch is 6.The final number of security guards that will be apportioned to the Oriental Branch is 7.The final number of security guards that will be apportioned to the Occidental Branch is

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Topic is Apportionment and Voting TEST I. 25 new security guards are to be apportioned to the different branches. Determine the number of security guards that are to be assigned in each branch. Branch # of Customers 2,758 5,231 3 ,128 4,145 North Branch South Branch East Branch West Branch Oriental Branch Occidental Branch Total 1,967 3,546 20,775 1.Using the Hamilton method of apportionment, the SD is equal to 2.The final number of security guards that will be apportioned to the North Branch is 3.The final number of security guards that will be apportioned to the South Branch is 4.The final number of security guards that will be apportioned to the East Branch is 5.The final number of security guards that will be apportioned to the West Branch is 6.The final number of security guards that will be apportioned to the Oriental Branch is 7.The final number of security guards that will be apportioned to the Occidental Branch is
Transcribed Image Text:Topic is Apportionment and Voting TEST I. 25 new security guards are to be apportioned to the different branches. Determine the number of security guards that are to be assigned in each branch. Branch # of Customers 2,758 5,231 3 ,128 4,145 North Branch South Branch East Branch West Branch Oriental Branch Occidental Branch Total 1,967 3,546 20,775 1.Using the Hamilton method of apportionment, the SD is equal to 2.The final number of security guards that will be apportioned to the North Branch is 3.The final number of security guards that will be apportioned to the South Branch is 4.The final number of security guards that will be apportioned to the East Branch is 5.The final number of security guards that will be apportioned to the West Branch is 6.The final number of security guards that will be apportioned to the Oriental Branch is 7.The final number of security guards that will be apportioned to the Occidental Branch is
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