The follawing table shows the mumber of enrollees for each of the forar colleges in a university. The four coleges are Arts and Sciences (CASI. Business Administaration (BAJ. Engineering (CEng). and Fine Arts (CFAJ. There are 180 new projectors that are to be pportioned amorng the collleges based on the number of enrollees. College Enrolment CAS 3455 BA 5780 CEng CFA 1896 4678 a What is the standard divisor for an apportionment of the prajectors? b. Use the Hamilton method to deterenine the mumber of projectors to be apportioned to each college. e. EF the projectors are to be apportioned using the Jefferson method, explain why neither 86 nor 87 can be used as aa modified standard divisor. Explain why 86.5 divisor. be used a modified standard Can

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Math 100(MMW)._Activity 06.docx
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Activity 6.
1.
followin
The
for
four colleges are
table
shows
the
mumbeT
of ennollees
each
the
four
colleges
in
B niversity.
The
Arts
and Sciences (CASI. Business
(CEng).
Administration
(BA). Engineering
and
Fine
Arts (C FAJ. There are 180 nerw projcctors that are to be
apportioHed among the colleges based on the number of
enrollees.
College
Enrol mant
CAS
3455
5780
CEng
1896
CFA
4678
a What is the standard divisor for an apportionm ent
of the prajectors?
Use the Hamilton method to determine the mumber
of projectors to be apportioned to each college.
e. IF the projectors are
Jefferson method, explain why neither 86
can be used as a modiied standard divisor. Explain
why B6.5
divisor.
b.
to be apPPportioned using the
nor 87
be
sed
modified standard
can
d. Explain why the modified standard divisor used
in the Jefferson method cannot be larger tha the
standard divisor.
e. Use the Jefferson method to determine the number
of projectors to be apportioned to each college.
f. How do the apportionment results produced using
the Jefferson method compare with
produced using the Hamilton method?
the results
2.
The members of a scholarship committee have ranked
four finalists competing for a scholarship in order of
preferencoe. The results are shown in the preference
schedule below.
Candidate
Rankings
A
4
B
1
2
3
4
1
Number
of nateS
If you are one of the voting members and ynou want
candidate
to
win the scholarship, which voting
method would you suggest that the committee use?
Transcribed Image Text:Math 100(MMW)._Activity 06.docx MORE Activity 6. 1. followin The for four colleges are table shows the mumbeT of ennollees each the four colleges in B niversity. The Arts and Sciences (CASI. Business (CEng). Administration (BA). Engineering and Fine Arts (C FAJ. There are 180 nerw projcctors that are to be apportioHed among the colleges based on the number of enrollees. College Enrol mant CAS 3455 5780 CEng 1896 CFA 4678 a What is the standard divisor for an apportionm ent of the prajectors? Use the Hamilton method to determine the mumber of projectors to be apportioned to each college. e. IF the projectors are Jefferson method, explain why neither 86 can be used as a modiied standard divisor. Explain why B6.5 divisor. b. to be apPPportioned using the nor 87 be sed modified standard can d. Explain why the modified standard divisor used in the Jefferson method cannot be larger tha the standard divisor. e. Use the Jefferson method to determine the number of projectors to be apportioned to each college. f. How do the apportionment results produced using the Jefferson method compare with produced using the Hamilton method? the results 2. The members of a scholarship committee have ranked four finalists competing for a scholarship in order of preferencoe. The results are shown in the preference schedule below. Candidate Rankings A 4 B 1 2 3 4 1 Number of nateS If you are one of the voting members and ynou want candidate to win the scholarship, which voting method would you suggest that the committee use?
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