8. A company wants to assign 8 salespeople to 4 regions of a state (see table below). Region Population 1 261,000 2 758,000 3 491,000 4 190,000 Total 1,700,000 bia by Use Hamilton 's method of apportionment to find how many salespeople should be assigned to each region. std divisor = Total population Number of seats; std quota = District population Standard divisor a). The standard divisor is: b). Rounded to the nearest hundredth, the standard quota for each region is: Region 1: ; Region 2: .; Region 3: ; Region 4: c). The lower quota for each region is: Region 1: .; Region 2: .; Region 3: d). The apportionment of salespeople to each region should be: Region 1: ; Region 2: .; Region 3: .; Region 4: ; Region 4:
8. A company wants to assign 8 salespeople to 4 regions of a state (see table below). Region Population 1 261,000 2 758,000 3 491,000 4 190,000 Total 1,700,000 bia by Use Hamilton 's method of apportionment to find how many salespeople should be assigned to each region. std divisor = Total population Number of seats; std quota = District population Standard divisor a). The standard divisor is: b). Rounded to the nearest hundredth, the standard quota for each region is: Region 1: ; Region 2: .; Region 3: ; Region 4: c). The lower quota for each region is: Region 1: .; Region 2: .; Region 3: d). The apportionment of salespeople to each region should be: Region 1: ; Region 2: .; Region 3: .; Region 4: ; Region 4:
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:8. A company wants to assign 8 salespeople to 4 regions of a state (see table below).
Region
Population
1
261,000
2
758,000
3
491,000
4
190,000
Total
1,700,000
bla
Use Hamilton 's method of apportionment to find how many salespeople should be
assigned to each region. std divisor =
Total population
Number of seats; std quota =
District population
Standard divisor
a). The standard divisor is:
b). Rounded to the nearest hundredth, the standard quota for each region is:
Region 1:
; Region 2:
.; Region 3:
; Region 4:
c). The lower quota for each region is:
Region 1:
.; Region 2:
.; Region 3:
d). The apportionment
of salespeople to each region should be:
Region 1:
.; Region 2: _
.; Region 3:
.; Region 4:
; Region 4:
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