A group called Physicians Medical Organization provides 85 medical clinics. The organization has hired 85 doctors. Since the clinics do not serve all the same number of patients, the organization decides to apportion the 85 doctors based on the number of patients who visit each clinic in a given week. Clinic A В D E Total Patients 350 221 205 233 250 1259 Use Hamilton's method for apportionment to determine how many doctors each clinic receives. O a A: 24 doctors, B: 15 doctors, C: 14 doctors, D: 15 doctors, E: 17 doctors O b A: 23 doctors, B: 14 doctors, C: 13 doctors, D: 15 doctors, E: 16 doctors A: 24 doctors, B: 14 doctors, C: 14 doctors, D: 16 doctors, E: 17 doctors O d A: 24 doctors, B: 15 doctors, C: 14 doctors, D: 16 doctors, E: 16 doctors
A group called Physicians Medical Organization provides 85 medical clinics. The organization has hired 85 doctors. Since the clinics do not serve all the same number of patients, the organization decides to apportion the 85 doctors based on the number of patients who visit each clinic in a given week. Clinic A В D E Total Patients 350 221 205 233 250 1259 Use Hamilton's method for apportionment to determine how many doctors each clinic receives. O a A: 24 doctors, B: 15 doctors, C: 14 doctors, D: 15 doctors, E: 17 doctors O b A: 23 doctors, B: 14 doctors, C: 13 doctors, D: 15 doctors, E: 16 doctors A: 24 doctors, B: 14 doctors, C: 14 doctors, D: 16 doctors, E: 17 doctors O d A: 24 doctors, B: 15 doctors, C: 14 doctors, D: 16 doctors, E: 16 doctors
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 group called Physicians Medical Organization provides 85 medical clinics. The organization has hired 85 doctors. Since the clinics do not serve
all the same number of patients, the organization decides to apportion the 85 doctors based on the number of patients who visit each clinic in
a given week.
Clinic
A
В
C
E
Total
Patients
350
221
205
233
250
1259
Use Hamilton's method for apportionment to determine how many doctors each clinic receives.
A: 24 doctors, B: 15 doctors, C: 14 doctors, D: 15 doctors, E: 17 doctors
a
A: 23 doctors, B: 14 doctors, C: 13 doctors, D: 15 doctors, E: 16 doctors
A: 24 doctors, B: 14 doctors, C: 14 doctors, D: 16 doctors, E: 17 doctors
d.
A: 24 doctors, B: 15 doctors, C: 14 doctors, D: 16 doctors, E: 16 doctors
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