A university is comprised of five schools: A, B, C, D, and E. The enrollment in each school is given in the following table. A D E School Enrollment B 1280 C 2120 1140 2930 2880 There are 300 new computers to be apportioned among the five schools according to their respective enrollments. Use Hamilton's method to find each school's apportionment of computers. Complete the table below. School Enrollment Hamilton's apportionment (Simplify your answers.) A 1140 B 1280 C 2120 D 2930 E 2880 C

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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A university is comprised of five schools: A, B, C, D, and E. The enrollment in each school is given in the following table.
D
School
Enrollment
A
1140
B
1280
с
2120
2930
There are 300 new computers to be apportioned among the five schools according to their respective enrollments. Use Hamilton's method to find each school's apportionment of computers.
Complete the table below.
School
Enrollment
Hamilton's
apportionment
(Simplify your answers.)
A
1140
B
1280
с
2120
D
2930
E
2880
E
2880
(...)
Transcribed Image Text:A university is comprised of five schools: A, B, C, D, and E. The enrollment in each school is given in the following table. D School Enrollment A 1140 B 1280 с 2120 2930 There are 300 new computers to be apportioned among the five schools according to their respective enrollments. Use Hamilton's method to find each school's apportionment of computers. Complete the table below. School Enrollment Hamilton's apportionment (Simplify your answers.) A 1140 B 1280 с 2120 D 2930 E 2880 E 2880 (...)
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