A hospital has 193 nurses to be apportioned among four shifts: Shifts A, B, C, and D. The hospital decides to apportion the nurses based or room calls reported during each shift. Room calls are shown in the table below. Use the table to determine each shift's apportionment using (Note: Divisors do not have to be whole numbers.) Shift Room calls A в D Total 797 1190 518 197 2702 ..... Determine each shift's apportionment using Jefferson's method. Shift Room calls Nurses B 797 A D Total 1190 518 197 2702 (Type whole numbers.)

A hospital has 195 nurses to be apportioned among four shifts: Shifts A, B, C, and D. The hospital decides to apportion the nurses based on the average number of room calls reported during each shift. Room calls are shown in the table below. Use the table to determine each shift's apportionment using Jefferson's method. Shift Room calls A B C D Total 773 921 491 155 2340 Determine each shift's apportionment using Jefferson's method. (Note: Divisors do not have to be whole numbers.) Shift Room calls Nurses A B C D Total 773 921 491 155 2340 (Type whole numbers.)

A hospital has 200 nurses to be apportioned among four​ shifts: Shifts​ A, B,​ C, and D. The hospital decides to apportion the nurses based on the average number of room calls reported during each shift. Room calls are shown in the table below. Use the table to determine each​ shift's apportionment using​ Jefferson's method.​ (Note: Divisors do not have to be whole​ numbers.)   Shift A B C D Total   Room calls 814 1692 519 175 3200         Determine each​ shift's apportionment using​ Jefferson's method.   Shift A B C D Total Room calls 814 1692 519 175 3200 Nurses enter your response here enter your response here enter your response here enter your response here

A hospital has 191 nurses to be apportioned among four​ shifts: Shifts​ A, B,​ C, and D. The hospital decides to apportion the nurses based on the average number of room calls reported during each shift. Room calls are shown in the table below. Use the table to determine each​ shift's apportionment using​ Jefferson's method.   Shift A B C D Total Room calls 770 635 504 192 2101 Determine each​ shift's apportionment using​ Jefferson's method.​ (Note: Divisors do not have to be whole​ numbers.)   Shift A B C D Total Room calls 770 635 504 192 2101 Nurses

A hospital has 208 nurses to be apportioned among four​ shifts: Shifts​ A, B,​ C, and D. The hospital decides to apportion the nurses based on the average number of room calls reported during each shift. Room calls are shown in the table below. Use the table to determine each​ shift's apportionment using​ Jefferson's method.​ (Note: Divisors do not have to be whole​ numbers.)   Shift A B C D Total   Room calls 835 1368 494 215 2912   Determine each​ shift's apportionment using​ Jefferson's method.   Shift A B C D Total Room calls 835 1368 494 215 2912 Nurses ? ? ? ?   ​(Type whole​ numbers.)

A hospital has 198 nurses to be apportioned among four​ shifts: Shifts​ A, B,​ C, and D. The hospital decides to apportion the nurses based on the average number of room calls reported during each shift. Room calls are shown in the table below. Use the table to determine each​ shift's apportionment using​ Jefferson's method.   Shift A B C D Total Room calls 836 1783 509 238 3366       Determine each​ shift's apportionment using​ Jefferson's method.​ (Note: Divisors do not have to be whole​ numbers.)   Shift A B C D Total Room calls 836 1783 509 238 3366 Nurses enter your response here enter your response here enter your response here enter your response here

The population for the following district is subdivided by region: Region 15 has 317 students Region 16 has 148 students Region 17 has 221 students   If an organization selects 3 students to represent the district, calculate the standard divisor needed to be eligible for representation of the region. Round your answer to 2 decimal places.

A small country is comprised of five states, A, B, C, D, and E. The population of each state is given in the following table. Congress will have 55 seats divided among the five states according to their respective populations. Use Jefferson's method with d = 32,920 to apportion 55 seats. State Number of Apportioned Seats (Type an integer.) State Number of Apportioned Seats (Type an integer.) State Number of Apportioned Seats (Type an integer.) State Number of Apportioned Seats (Type an integer.) State Number of Apportioned Seats (Type an integer.) A C D E State A B Population 113,752 186,914 (...) с 348.754 D 504,691 E 745,459

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 E School Enrollment A 1150 B 1280 с 2130 2940 2850 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 1150 B 1280 с 2130 D 2940 E 2850 (...)

The number of salespeople assigned to work during a shift is apportioned based on the average number of customers during that shift.  Apportion 16 salespeople using Hamilton's method given the information below. Shift Morning Midday Afternoon Evening Average number of customers 150 300 415 470 Salespeople to assign