A corporation has two branches, A and B. Each year the company awards 100 promotions within its branches. The table shows the number of employees in each branch. Branch B Total Employees 2299 19,701 22,000 ..... a) Use Hamilton's method to apportion the promotions. Branch A В Total Employees Promotions 2299 19,701 22,000 10 90 100 (Type an integer in each box.) b) Suppose that a third branch, C, with the number of employees shown in the table, is added to the corporation. The company adds 5 yearly promotions for branch C. Use Hamilton's method to determine if the new-states paradox occurs when the promotions are reapportioned. Branch A B Total Employees 2299 19,701 1155 23,155 Yes; Branch A loses a promotion to branch B. Yes; Branch B loses a promotion to branch A. No; the new-states paradox does not occur.
A corporation has two branches, A and B. Each year the company awards 100 promotions within its branches. The table shows the number of employees in each branch. Branch B Total Employees 2299 19,701 22,000 ..... a) Use Hamilton's method to apportion the promotions. Branch A В Total Employees Promotions 2299 19,701 22,000 10 90 100 (Type an integer in each box.) b) Suppose that a third branch, C, with the number of employees shown in the table, is added to the corporation. The company adds 5 yearly promotions for branch C. Use Hamilton's method to determine if the new-states paradox occurs when the promotions are reapportioned. Branch A B Total Employees 2299 19,701 1155 23,155 Yes; Branch A loses a promotion to branch B. Yes; Branch B loses a promotion to branch A. No; the new-states paradox does not occur.
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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