Consider the apportionment of 27 projectors for a school district with four campus locations labeled A, B, C, and D. The following table shows the apportionment of the projectors using the Hamilton method. Campus B D Enrollment 824 1946 322 2738 Apportionment of 27 projectors 4 1 13 (a) If the number of projectors to be apportioned increases from 27 to 28, what will be the apportionment if the Hamilton method is used? (No Response) (No Response) (No Response) (No Response) Campus A Campus B Campus C Campus D Did the Alabama paradox occur? O Yes O No

Consider the apportionment of 27 projectors for a school district with four campus locations labeled A, B, C, and D. The following table shows the apportionment of the projectors using the Hamilton method. Campus B D Enrollment 824 1946 322 2738 Apportionment of 27 projectors 4 1 13 (a) If the number of projectors to be apportioned increases from 27 to 28, what will be the apportionment if the Hamilton method is used? (No Response) (No Response) (No Response) (No Response) Campus A Campus B Campus C Campus D Did the Alabama paradox occur? O Yes O No

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Description: Consider the apportionment of 27 projectors for a school district with four campus locations labeled A, B, C, and D. The following table shows the apportionment of the projectors using theHamilton method.CampusABDEnrollment82419463222738Apportionmen

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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A small country is made up of three separate islands: Eno, with a population of 100,300, Owt, with a population of 9,405, and Eerht with a population of 90,295. The country has a senate with 200 members whose seats are apportioned proportional to the population of each island. a. Use Hamilton's method to apportion the 200 seats. b. The senate decides to add another seat so that they have an odd number of senators. Use Hamilton's method to apportion the 201 seats. c. Compare your results from parts (a) and (b). This is an example of which paradox?
The table shows the results of a country's census. 105 seats must be divided among the 15 states according to their populations. Use Adams's method with d = 36,300 to find each state's apportionment of congressional seats. A 331,986 236,749 55,924 70,160 66,143 278,150 475,658 123,382 179,965 B J 353,970 K 432,326 68,926 206,896 D L E F N 84,883 G 630,164 H Fill in the table to indicate the correct number of seats apportioned to each state. State Seats A 7 C 2 D 2 E 8 F J
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