A county has three districts. Six representatives are to be appointed to the county board. The standard divisor is 111 and the standard quota for each district is shown below. (a) Find the upper and lower quotas for each district and (b) determine how many representatives each district should receive using Hamilton's method. 1 Standard quota | 2.622 1.667 1.712 District 2 3
A county has three districts. Six representatives are to be appointed to the county board. The standard divisor is 111 and the standard quota for each district is shown below. (a) Find the upper and lower quotas for each district and (b) determine how many representatives each district should receive using Hamilton's method. 1 Standard quota | 2.622 1.667 1.712 District 2 3
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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Transcribed Image Text:Question 15
A county has three districts. Six representatives are to be appointed to the county board. The standard divisor is 111 and the standard quota for each district is
shown below. (a) Find the upper and lower quotas for each district and (b) determine how many representatives each district should receive using Hamilton's
method.
District
1
2
3
Standard quota 2.622 1.667
1.712
O (a)
District
1
2
3
Lower quota
Upper quota
4
3
3
(b)
District
1
2.
3.
Representatives 2
2
O (a)
District
1
2
3
Lower quota
3
2
2
Upper quota
4
3
(b)
District
1
2
3
Representatives
1
2
O (a)
District
1
2
Lower quota
Upper quota
2
1
1
3
2
2
(b)
District
Representatives
1
2
3
O (a)
District
1
3
Lower quota
1
1
Upper quota
3
2
2
(b)
District
1
2
3
Representatives 3
1
2
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