a) Complete the table with Hamilton's apportionment for the original number of employees. Cities B C Total 6030 14.800 30,000 Original Number of Employees Hamilton's Apportionment 200 A 9170

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A company has 30,000 employees in three cities as shown in the table below. It wishes to give promotions to 200 employees.
Cities
A
B
Total C
Original Number of Employees
9170
6030
a) Apportion the promotions using Hamilton's method.
b) Suppose that in 10 years the cities have the following number of employees and the company wishes to again give promotions to 200 employees. Does the population paradox
occur using Hamilton's method?
Cities
Number of Employees 10 years later
A
9190
C
14,800 30,000
A
9170
B
C Total D
6030 14,955 30,175
***
a) Complete the table with Hamilton's apportionment for the original number of employees.
Cities
B
C
Total
30,000
6030
14.800
Original Number of Employees
Hamilton's Apportionment
200
Transcribed Image Text:A company has 30,000 employees in three cities as shown in the table below. It wishes to give promotions to 200 employees. Cities A B Total C Original Number of Employees 9170 6030 a) Apportion the promotions using Hamilton's method. b) Suppose that in 10 years the cities have the following number of employees and the company wishes to again give promotions to 200 employees. Does the population paradox occur using Hamilton's method? Cities Number of Employees 10 years later A 9190 C 14,800 30,000 A 9170 B C Total D 6030 14,955 30,175 *** a) Complete the table with Hamilton's apportionment for the original number of employees. Cities B C Total 30,000 6030 14.800 Original Number of Employees Hamilton's Apportionment 200
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