A university is made up of five schools: Liberal Arts, Sciences, Engineering, Business, and Humanities. There are 243 new computers to be apportioned among thefive schools based on their enrollment shown below. The total enrollment is 13,851. Determine each school's apportionment using Jefferson's method.SchoolEnrollmentLiberal Arts Sciences Engineering170679852127Business949Humanities1084What is each school's apportionment using Jefferson's method? Hint: Some divisors between 56 and 57 will work.SchoolLiberal Arts Sciences Engineering Business170679852127949EnrollmentAllocatedcomputers(Type whole numbers.)Humanities1084

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Answered: A university is made up of five…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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A small country is comprised of four states, A, B, C, and D. The population of each state, in thousands, is given in the following table. State A B Total Population (in thousands) 184 248 392| 536 1360 According to the country's constitution, the congress will have 34 seats, divided among the four states according to their respective populations. Use Hamilton's method to find each state's apportionment of congressional seats.
Faculty at a certain university need to create a committee to evaluate the general studies curriculum offered on campus. If there are 25 faculty members and they must select a chair, vice chair, secretary and 4 additional faculty members to be on the committee, in how many ways can the committee be formed?
Now the city expands to cover a new district called district C. As a result, the city hires 10 new police officers to cover the new district. This brings the total number of officers to 50. The total population of the city is shown in the table. Complete the table using Hamilton's method to apportion the police offices for the populations after 2000. Round all standard quotas and the divisor to 7 decimal places if needed. You can use a spreadsheet to help you figure out an answer or calculate using a calculator. Find the divisor. Enter your answer in the space provided below. Divisor: Population 2000 Initial Quotas Final Quotas State Standard Quotas А 6,550 11,520 4,698 22,768 B C Total 21.) 7.) Did a new state paradox occur? Explain your answer. Write your response below:
Please answer with explanation. I will really upvote
The number of salespeople assigned to work during a shift is apportioned based on the average number of customers during that shift. Apportion 20 salespeople using Jefferson's method given the information below. Shift Morning Midday Afternoon Evening Average number of customers 95 305 435 515 Salespeople to assign
A small country with a population of 8,000,000 consists of four states, A, B, C, and D. There are 160 seats in the legislature that need to be apportioned among the four states. The population of each state is shown in the table. Use the table to answer parts (a) and (b). State A D Total Population 1,987,000 2,155,000 917,000 2,941,000 8,000,000 ... a) Determine each state's modified quota using the divisor 49,400. State A В C D Total Population 1,987,000 2,155,000 917,000 2,941,000 8,000,000 Modified Quota (Round to the nearest hundredth as needed.)
Please solve B)
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.)
Carl has just started a project where he needs to gather demographic information about the personnel at a company's three locations. Primarily, he wants to know the gender, level of education, and ethnic/racial backgrounds of the company's workforce. Use the information from the employee survey to create charts showing the demographic breakdowns in the three cities Carl is examining. Write a fraction with the number of employees in each category as the numerator and the total number of employees in each city as the denominator. Convert the fraction to a decimal. Check your calculations by adding the decimals representing the number of men and women in each city. Complete the chart. Gender City A City B City C Men 420 350 135 Women 130 525 65 Total 550 875 200
A small country is comprised of four states, A, B, C, and D. The population of each state, in thousands, is given in the following table. State A Total Population (in thousands) 138 266 534 662 1600 According to the country's constitution, the congress will have 80 seats, divided among the four states according to their respective populations (a) Find the standard divisor, in thousand. (b) How many people are there for each seat in congress?
Please help with d
A small country with a population of 6,000,000 consists of four states, A, B, C, and D. There are 150 seats in the legislature that need to be apportioned among the four states. The population of each state is shown in the table. Determine each state's apportionment using Webster's method using the standard divisor. State A B C D Total J Population 1,250,000 2,728,000 875,000 1,147,000 6,000,000 Complete the table below. State Population Number of seats (Type whole numbers.) A 1,250,000 B 2,728,000 C 875,000 D 1,147,000 Total 6,000,000 150

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