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An organization has four departments: A with 992 employees, B with 1,914 employees. C with 1,922, and D with 641 employees. Suppose that it has membership on the council proportional to the number of employees in the four departments. Apportion 12 representative seats to these four departments. Assign the seats using the Hamilton apportionment method. A gets B gets C gets seats. seats. seats. D gets seats

An organization has four departments: A with 992 employees, B with 1,914 employees. C with 1,922, and D with 641 employees. Suppose that it has membership on the council proportional to the number of employees in the four departments. Apportion 12 representative seats to these four departments. Assign the seats using the Hamilton apportionment method. A gets B gets C gets seats. seats. seats. D gets seats

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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An organization has four departments: A with 992 employees, B with 1,914 employees, C with 1,922, and D with 641 employees. Suppose that it has membership on the council proportional to the number of employees in the four departments. Apportion 12 representative seats to these four departments. Assign the seats using the Hamilton apportionment method. A gets B gets seats. seats. C gets seats. D gets seats
Transcribed Image Text:An organization has four departments: A with 992 employees, B with 1,914 employees, C with 1,922, and D with 641 employees. Suppose that it has membership on the council proportional to the number of employees in the four departments. Apportion 12 representative seats to these four departments. Assign the seats using the Hamilton apportionment method. A gets B gets seats. seats. C gets seats. D gets seats
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