Please answer this questions. Explain /put a solution in your answer for me to understand it. Thank you For items 1-10Mamada has four provinces namely, Aba, Kada, Ega, Haila with population size of12345, 23456, 11111 and 53088respectively. In its Congress, 50 representatives will be chosen through electionsfrom the 4 provinces apportioned based on their population sizes.1. What is the standard quota of Aba?2. What is the standard quota of Kada?3. What is the standard quota of Ega?4. What is the standard quota of Haila?5. If the Hamilton Plan will be used, how many representatives are from Kada?6. If the Hamilton Plan will be used, how many representatives are from Ega?7. If the Hamilton Plan will be used, how many representatives are from Haila?8. If the Jefferson Plan will be used, how many representatives are from Kada?9. If the Jefferson Plan will be used, how many representatives are from Ega?10. If the Jefferson Plan will be used, how many representatives are from Haila?After 10 years, there are 2 provinces-Kaina and Mana created for Mamada. Kaina haspopulation size of 55554 with 9 representatives from the congress; while Mana haspopulation size of 61708 with 10 representatives from the congress.11. What is the Average Constituency of Kaina?12. What is the Average Constituency of Mana?13. Which province has the more favorable representation?14. What is the approximate Huntington-Hill number for Kaina?15. What is the approximate Huntington-Hill number for Mana?16. If from Kaina will be the added representative, what is the absolute unfairness of theapportionment?17. If from Mana will be the added representative, what is the absolute unfairness of theapportionment?18. If from Kaina will be the added representative, what is the relative unfairness of theapportionment?19. If from Mana will be the added representative, what is the relative unfairness of theapportionment?20. Following the Apportionment Principle, which province will get the additionalrepresentative?

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Answered: For items 1-10 Mamada has four…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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There are 3 states and 20 seats. In 20 years, the number of seats was increased to 21. Suppose the years are 2000 and 2020. 1.) Complete the table using Hamilton's method to apportion the 20 seats for the populations after 2000 and the 21 seats after 2020. 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. Fill in every cell. 20 seats 21 seats State Population 2000 Standard Initial Final Standard Initial Final Quotas Quotas Quotas Quotas Quotas Quotas 5,222 9,677 15,821 30,720 А B C Total 2.) What are the two divisors? Enter your answer in the space provided below. Divisor for 20 seats: Divisor for 21 seats:
Which is the correct answer to the question.
Consider a fictitious country Makria with four states Urbinulla, Konta, Cyclos, and Pantou. The population of each state is given in the table below. If the new constitution of country Makria calls for 28 representatives to be chosen from the four states, what are the standard quota for each state?? Makria Country State Population Urbinulla 12,521 Konta 3, 879 Cyklos 8, 764 6, Pantou 4, 836 A Urbinulla: 11 Konta: 4 Cyklos: 8 Pantou: 5 B Urbinulla: 12 Konta: 3 Cyklos: 9 Pantou: 4 (c) Urbinulla: 11 Konta: 3 Cyklos: 8 Pantou: 4 Urbinulla: 12 Konta: 4 Cyklos: 8 Pantou: 4
Of the 15 states in the Union when the issue of apportionment for the House of Representatives was first taken up in 1794, let's consider Kentucky, which had a population of 72677, and New Jersey, which had a population of 184139. The total population as of the 1790 census was 3893874 individuals, and the size of the House of Representatives was 105. (a) What was the standard quota for Kentucky? Include at least three decimal places of accuracy. Standard quota: (b) What was the standard quota for New Jersey? Include at least three decimal places of accuracy. Standard quota: (c) What is the standard divisor for this apportionment exercise? Include at least one decimal place.Standard divisor:
Please answer B)
1. A large school districts has four high schools with enrollments as shown. Forty school buses need to be allocated to the high schools. Determine how many buses are allocated to each of the high schools School ICNHS TCNHS DNHS MCNHS Total Enrollment 1,324 628 941 872 3765 Find: a. The standard divisor. b. The standard quota for each school. c. The upper and lower quota for each school. d. Assignment of seats using Hamilton's method.
A country consists of 20 states. There are 522 seats in the Congress which are to be apportioned among the 20 states to their respective population. The following table shows the population of the 20 states. Use a spreadsheet program to answer the following questions. Round all standard quotas, modified quotas, and the divisor to 5 decimal places if needed. You can use a spreadsheet to help you figure out an answer or calculate using a calculator. Stat Populati Standa Adams' Webste Modifi Modifi Adams' Webste Advantage on rd S r's ed ed S r's or e Quotas Rounde Rounde Quotas Quotas Modifi Modifi Disadvant d Up Quotas Quotas Adam Webste Rounde Rounde d for for ed ed age A 413,875 B 500,032 397,004 D 360,874 E 193,993 F 131,279 G 76,121 H 297,022 I 94,239 J 423,566 K 565,883 L 473,525 M 399,170 N 403,576 100,904 P 73,143 Q 360,997 R 410,181 S 456,755 T 139,361 Tota 6,271,50 Seats: 522
The Republic of Tropicana is a small country consisting of five states (A, B, C, D, and E). The total population of Tropicana is 27.4 million. According to the Tropicana constitution, the seats in parliament (i.e. the legislature) are apportioned to the states according to their population. The table below shows each state's standard quota A B C D E Standard Quota 41.2 31.9 24.8 22.6 16.5 (a) Find the number of seats in the Tropicana Legislature: Answer (b) Find the standard divisor: Answer (c) Find the population of each state and fill in the table below. (Hint: Write the equation for the standard divisor. Can you use it to find populations?) A B C D E Population Answer Answer Answer Answer Answer (d) Find the apportionment under Adam's method of the republic of Tropicana parliament (i.e. legislature). (Hint: Look for suitable divisors in the interval 205,000 to 206,000.) A gets Answer seats, B…
3. Using Jefferson plan method (JP), What leisure activities do you participate in? In the table below are five activities and the approximate number of participants (in millions) in each. EXERCISE SPORTS CHARITY WORK 150 90 85 HOME REPAIR COMPUTER 130 80 PARTS Suppose you wish to allocate $100 million to pro- mote leisure activities on the basis of the number of participants. A) Find the modified quota for each activity using the divisor 5.25. B) Find how much money should be apportioned to each activity using Jefferson's method.
The apportionment method that requires rounding the standard quota down to the lower quota is called X a. Jefferson's method b. Adams' method c. Webster's method d. Hamilton's method Question 11 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. A: 24 doctors, B: 15 doctors, C: 14 doctors, D: 15 doctors, E: 17 doctors X b. A: 23 doctors, B: 14 doctors, C: 13 doctors, D: 15 doctors, E: 16 doctors C. 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
A country is made up of four regions A, B, C, and D. The population of each region, in thousands, is given in the following table. According to the country's constitution, the congress will have 40 seats divided among the four regions according to their respective populations. Find the standard quota for each region. Round to the nearest hundredth. Region A B C D Total Population (in thousands) 512 630 483 615 2.240 OA. A, 9.14; B, 11.25; C, 8.63; D, 5.31 OB. A, 9.14; B, 11.82; C, 8.63; D, 10.98 OC. A, 9.14; B, 11.25; C, 6.23; D. 10.98 OD. A, 9.14; B, 11.25; C, 8.63; D, 10.98 www.
A school district school board is dividing between five high schools. The school board can hire 300 teachers. They want to distribute the teachers between the high schools using Jefferson's method of apportionment. Use a spreadsheet to determine: • the standard divisor, • the modified divisor, and • the distribution of teachers to each school. Below you will see the different formulas to use. Start in the cell labeled "Total Teachers". Total Teachers 300 Modify Quota Student Standard High School Lower Quota Modified Lower Quota Population Quota Cherry Creek (CC) Smoky Hill (SH) 3200 =B3/$B$10 =ROUNDDOWN(C3,0) =B3/$B$11 =ROUNDDOWN(E3,0) 2400 Overland (O) 2200 Eagle Crest (EC) 2500 Grandview (G) 3000 Total 13300 =SUM(D3:D7) =SUM(F3:F7) Standard Divisor =B8/B1 Modified Divisor Standard divisor: 44.33 Modified divisor: 44.20 Teachers: CC:72, SH: 54, O: 49, EC:56, G:67 Standard divisor: 44.33 Modified divisor: 44.18 Teachers: CC:72, SH: 54, O: 50, EC:56, G:68 Standard divisor: 44.33…

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