A company has 30,000 employees in three cities as shown in the table below. It wishes to give promotions to 200 employees.CitiesAВTotalOriginal Number of Employees9140606014,800 30,000a) 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 thepopulation paradox occur using Hamilton's method?CitiesNumber of Employees 10 years laterAВTotal9160606014,905 30,125a) Complete the table with Hamilton's apportionment for the original number of employees.CitiesOriginal Number of EmployeesHamilton's ApportionmentAВCTotal9140606014,800 30,000200

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Answered: A company has 30,000 employees in three…

Advanced Engineering Mathematics

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ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

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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 C Total Original Number of Employees 9150 6070 14,780 30,000 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 A B C Total Number of Employees 10 years later 9190 6070 14,915 30,175 a) Complete the table with Hamilton's apportionment for the original number of employees. Cities A B C Total Original Number of Employees 9150 6070 14,780 30,000 Hamilton's Apportionment enter your response here enter your response here enter your response here 200
A certain county consists of three towns: Town A, Town B, and Town C. Each year the social workers employed by the county are apportioned using Hamilton's method, among the three towns based K on the number of cases in each town over the previous calendar year. When the total number of social workers employed by the county is M-33, the apportionments of the social workers are 8 for Town A, 11 for Town B, and 14 for Town C. When M-34, the apportionments of the social workers are 7 for Town A, 12 for Town B, and 15 for Town C. Which peradox explains the changes in apportionments? Choose the corect answer below OA The Alabama paradox explains the changes because the apportionment to Town A decreased for no other reason than the fact that the county hired an additional social worker OB Balinski and Young's impossibility theorem explains the changes because the apportionment to Town A decreased for no other reason than the fact that a perfect apportionment method is a mathematical…
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Student Engineers Council at an Indiana college has one student representative from each of the five engineering majors (civil, electrical, industrial, materials, and mechanical). Compute how many ways a president, a vice president, and a secretary can be selected

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