City A, City B, and City C are cooperating to build a community center catering to the three cities. Seats on the 10-member committee are assigned according to the populations of the cities. The population of City A is 18,000; the population for City B is 21,000; and the population City C is 22,000. Assign the seats to the committee using Hamilton's method of apportionment.

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Damari Roman

22 June, 23:32

City A, City B, and City C are cooperating to build a community center catering to the three cities. Seats on the 10-member committee are assigned according to the populations of the cities. The population of City A is 18,000; the population for City B is 21,000; and the population City C is 22,000. Assign the seats to the committee using Hamilton's method of apportionment.

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Maggie Benton · Answer 1

city A = 3 members in the committee

city B = members in the committee

city C = 4 members in the committee

Explanation:

City A: 18,000 people

City B: 21,000 people

City C: 22,000 people

total 61,000 people

A seat in the committee will be assigned for every 6,100 people

city A = 18,000 / 6,100 = 2.95 ⇒ city A will get 2 + 1 = 3 members in the committee

city B = 21,000 / 6,100 = 3.44 ⇒ city B will get 3 + 0 = 3 members in the committee

city C = 22,000 / 6,100 = 3.61 ⇒ city A will get 3 + 1 = 4 members in the committee

2 + 3 + 3 = 8, there were 2 remaining committee members that should be divided using the size of the remainders: 0.95 > 0.61 > 0.44