Consider the desired number of seats and the populations given below. 12 seats Population 1st Precinct 33,000 25,000 2nd Precinct 3rd Precinct 12,000 4th Precinct 49,000 TOTAL 119,000 (a) Find the standard divisor. (Round your answers to two decimal places.) (b) Find the standard quota for each precinct. (Round your answers to two decimal places.) 1st Precinct 2nd Precinct 3rd Precinct 4th Precinct (c) Find the total of the standard quotas, rounding the standard quotas down. (d) Find a modified divisor that will give modified quotas to produce the desired number of seats when the standard quotas are rounded down.

Consider the desired number of seats and the populations given below. 12 seats Population 1st Precinct 33,000 25,000 2nd Precinct 3rd Precinct 12,000 4th Precinct 49,000 TOTAL 119,000 (a) Find the standard divisor. (Round your answers to two decimal places.) (b) Find the standard quota for each precinct. (Round your answers to two decimal places.) 1st Precinct 2nd Precinct 3rd Precinct 4th Precinct (c) Find the total of the standard quotas, rounding the standard quotas down. (d) Find a modified divisor that will give modified quotas to produce the desired number of seats when the standard quotas are rounded down.

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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H 2. Suppose a nation has 5 states, with populations shown in the chart below. The representative body had 150 seats. Find: the standard divisor, the modified divisor, and the distribution of representatives to each state. Then complete the table. Round all standard and modified quotas to 7 decimal places if needed. You can use a spreadsheet to help you figure out an answer or calculate using a calculator. Representative Seats State A B C D E Total Standard Divisor Modified Divisor 150 Population 1,895,500 1,234,500 845,200 399,120 500,680 4,875,000 Modified Modified Rounded Standard Quotas Rounded Quotas Quotas Quotas Huntington-Hill's Method of Apportionment Use Huntington-Hill's method of apportionment to solve the following problems. 3. Suppose a nation has 4 states, with populations shown in the chart below. The representative body had 80 seats. a.) Find the standard divisor and the distribution of representatives to each state using the Huntington-Hill method of apportionment.…
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State Representation. The following table shows the 2010 populations of four states and their numbers of seats in the House of Representatives. Find the standard quota for each state and compare it to the actual number of seats for the state. Then explain whether the state is relatively under-space or overrepresented in the House. Assume a total you U.S. population of 309 million in 2010 and 435 House seats. 15.Connecticut 17.Florida. The answer for Connecticut is: 5.03; Represented fairly very slightly underrepresented) The answer for Florida is: 26.47; overrepresented This is from Math 140. Statistics and Probability. Sacramento City College. I am attaching the table and an example on how to resolve the problem Please watch grammar, spelling, and short answer will do. This is from my math book Understanding Mathematics. A Quantitative Research. 7th Edition. Bennett Briggs. Thank you.
A newly established country has 4 states, A, B, C, and D. Their populations are in the table. The states share 120 representatives. The governors of these states agree that the seats should be apportioned using Adam’s method of apportionment. What is the sum of the first upper quota for the four states?
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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 C D 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 Find state's C standard quota. (Round to one decimal place)