A country with four states, A, B, C and D apportions the 70 seats in its congress using Hamilton's Method. The table below lists the population for each state and the final apportionment. Apportionment State A B C D State A Population 8000 10000 4625 7625 B C D New census data came in this year and the 70 seats need to be reapportioned using Hamilton's Method. The table below shows the new populations for each state. New Population 8088 10670 4537 7938 A's final apportionment: B's final apportionment: C's final apportionment: 18 23 11 18 New States Paradox None of the above D's final apportionment: Have any paradoxes occurred? If so, which ones? Explain your answer. Population Paradox Alabama Paradox
A country with four states, A, B, C and D apportions the 70 seats in its congress using Hamilton's Method. The table below lists the population for each state and the final apportionment. Apportionment State A B C D State A Population 8000 10000 4625 7625 B C D New census data came in this year and the 70 seats need to be reapportioned using Hamilton's Method. The table below shows the new populations for each state. New Population 8088 10670 4537 7938 A's final apportionment: B's final apportionment: C's final apportionment: 18 23 11 18 New States Paradox None of the above D's final apportionment: Have any paradoxes occurred? If so, which ones? Explain your answer. Population Paradox Alabama Paradox
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Transcribed Image Text:A country with four states, A, B, C and D apportions the 70 seats in its congress using Hamilton's Method. The
table below lists the population for each state and the final apportionment.
Apportionment
State
A
B
C
D
State
A
Population
8000
10000
B
C
D
4625
7625
New census data came in this year and the 70 seats need to be reapportioned using Hamilton's Method. The
table below shows the new populations for each state.
New Population
8088
10670
4537
7938
A's final apportionment:
B's final apportionment:
C's final apportionment:
18
23
11
18
D's final apportionment:
Have any paradoxes occurred? If so, which ones? Explain your answer.
Population Paradox
Alabama Paradox
New States Paradox
None of the above
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