European countries' populations, 2010 Country Population 64,770,000 France 81,640,000 60,750,000 46,510,000 10,420,000 Germany Italy Spain Belgium SOURCE: U.S. Census Bureau, International Data Base ▼ check your progress 1 Suppose the 20 members of a committee from five European countries are selected according to the populations of the five countries, as shown in the table at the left. a. Use the Hamilton method to determine the number of representatives each country should have. b. Use the Jefferson method to determine the number of representatives each country should have. Solution See page S12. Suppose that the environmental agency in Example 1 decides to add one more mem- ber to the board even though the population of each city remains the same. The total number of members is now 19, and we must determine how the members of the board will be apportioned.
European countries' populations, 2010 Country Population 64,770,000 France 81,640,000 60,750,000 46,510,000 10,420,000 Germany Italy Spain Belgium SOURCE: U.S. Census Bureau, International Data Base ▼ check your progress 1 Suppose the 20 members of a committee from five European countries are selected according to the populations of the five countries, as shown in the table at the left. a. Use the Hamilton method to determine the number of representatives each country should have. b. Use the Jefferson method to determine the number of representatives each country should have. Solution See page S12. Suppose that the environmental agency in Example 1 decides to add one more mem- ber to the board even though the population of each city remains the same. The total number of members is now 19, and we must determine how the members of the board will be apportioned.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
Related questions
Question
Answer b. Use the Jefferson method pls.
![European countries'
populations, 2010
Country Population
64,770,000
81,640,000
60,750,000
46,510,000
10,420,000
France
Germany
Italy
Spain
Belgium
SOURCE: U.S. Census Bureau,
International Data Base
▼ check your progress
Suppose the 20 members of a committee from
five European countries are selected according to the populations of the five countries,
as shown in the table at the left.
a. Use the Hamilton method to determine the number of representatives each country
should have.
b. Use the Jefferson method to determine the number of representatives each country
should have.
Solution See page S12.
Suppose that the environmental agency in Example 1 decides to add one more mem-
ber to the board even though the population of each city remains the same. The total
number of members is now 19, and we must determine how the members of the board will
be apportioned.
20,000
The standard divisor is now 20,000 1052.63. Using Hamilton's method, the](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa5a9ae00-4138-462e-a11a-8d26892cf0b5%2Fede0b421-0a80-45e8-8bb2-e05cc3075181%2Fzzykf6s_processed.jpeg&w=3840&q=75)
Transcribed Image Text:European countries'
populations, 2010
Country Population
64,770,000
81,640,000
60,750,000
46,510,000
10,420,000
France
Germany
Italy
Spain
Belgium
SOURCE: U.S. Census Bureau,
International Data Base
▼ check your progress
Suppose the 20 members of a committee from
five European countries are selected according to the populations of the five countries,
as shown in the table at the left.
a. Use the Hamilton method to determine the number of representatives each country
should have.
b. Use the Jefferson method to determine the number of representatives each country
should have.
Solution See page S12.
Suppose that the environmental agency in Example 1 decides to add one more mem-
ber to the board even though the population of each city remains the same. The total
number of members is now 19, and we must determine how the members of the board will
be apportioned.
20,000
The standard divisor is now 20,000 1052.63. Using Hamilton's method, the
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