Suppose that a small country consists of four states: A (population 3,251,000), B (population 2,541,000), C (population 990,000), and D (population 1,718,000). Suppose that there are M= 170 seats in the legislature, to be apportioned among the four states based on their respective populations. Find the apportionment of each state under Jefferson's method. (Hint: Look for suitable divisors in the interval 49,250 to 49,600.) Complete the table of each state's apportionment below. State A B Total Apportionment 170 Enter your answer in each of the answer boxes.

Suppose that a small country consists of four states: A (population 3,251,000), B (population 2,541,000), C (population 990,000), and D (population 1,718,000). Suppose that there are M= 170 seats in the legislature, to be apportioned among the four states based on their respective populations. Find the apportionment of each state under Jefferson's method. (Hint: Look for suitable divisors in the interval 49,250 to 49,600.) Complete the table of each state's apportionment below. State A B Total Apportionment 170 Enter your answer in each of the answer boxes.

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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Question

Suppose that a small country consists of four states: A (population 3,251,000), B (population 2,541,000), C (population 990,000), and D (population
1,718,000). Suppose that there are M= 170 seats in the legislature, to be apportioned among the four states based on their respective populations. Find
the apportionment of each state under Jefferson's method. (Hint: Look for suitable divisors in the interval 49,250 to 49,600.)
Complete the table of each state's apportionment below.
State
A
D
Total
Apportionment
170
Enter your answer in each of the answer boxes.
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