QUESTION 2. ELECTION- BORDA METHOD. Let's do the exact same set of 67 preference lists, but thistime we'll resolve the election using the Borda count.151312109.8.ElephantZebraElephantHyenaBaboonBaboonZebraBaboonHyenaBaboonHyenaElephantНyenaElephantElephantZebraHyenaZebraBaboonZebraBaboonElephantНyenaZebraShow the totals for the 4 candidates.

Here we have four choices then we can assign 1 point to the fourth choice, 2 points to the third, 3…

Answered: QUESTION 2. ELECTION- BORDA METHOD.…

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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recall the country composed of four states, A, B, C, and D as shown in the table below. According to the country's constitution, the Congress will have 30 seats, divided among the four states according to their respective populations. Use Jefferson's method with d = 52 to apportion the seats for states A and C. Preference Table State A В D Population 220 333 415 712 (in thousands) 4 and 7 5 and 8 O 7 and 4 4 and 8
A company is selecting 6 people to be on a committee. There are 26 employees eligible to be on the committee. What is the total number of ways the committee may be formed if the employees are selected at random and each employee will have a different position on the committee? (One person will be president, another vice president, ...)
There is only one way for two people to be seated at a round table.In how many different ways can 4 married couples coming to a dinner be seated at a round table with eight seats (two seating arrangements are equivalent if everyone has the same immediate left and right neighbors), (1) if there are no restrictions? Explain your counting method. (2) if each married couple is seated together? Explain your counting method. (3) if the members of each sex are seated together? (4) Assume the eight people are seated randomly. Compute the probability P(“each married couple is seated together or the members of each sex are seated together”).
5
Q1
F959 - QUESTION 4. BORDA COUNT. The animals get sick and tired of having the Lion be the King of the Jungle, and they overthrow the Lion and hold an election for President of the Jungle. The candidates an the Zebra, the Elephant, the Baboon and the Hyena, and there are 67 voters. The 67 preference lists fall into 6 categories, as summarized below. Using the Borda count method, show the results of the election. 15 Zebra 13 Baboon 12 Zebra 10 Elephant Elephant Hyena 4₂15760 4•13=524.12 48 4.10€ 40 4x936 4×8=33 Hyena Hyena Baboon Hyena Elephant 3-15-45 3-13-39 3·12-30 3·10-30 3x9-27) 3x 8-24 Baboon Zebra Baboon Elephant 1.13 €13/1•12= 12 1·10 = (10) 9 Baboon Zebra Hyena Elephant Elephant Zebra 215- (30) 2.13 (24) 2-12 (24) 2·10 -(20) 2×9=182x8=16) Baboon Zebra 1.15-(15 Hyena 8 1x9 ✓9-9 1x8=8
Determine where a family would go on vacation, if the choices are Bermuda, Mexico, and Canada, based on first preference only and using Borda Count. BMC 94, BCM 61, CMB 87, CBM 72, MBC 79, MCB 74.
Consider an election with three candidates with the results: (CBA) (ACB) (BAC) (BCA) 2 ,8, 7, 2 Who wins the election using the Borda count method?
A survey of magazine subscribers placed 61 celebrities in 3 categories. 36 were on the most powerful list. 30 were on the most liked list. 22 were on the most intelligent list. 5 were on all three lists. 16 were on the most powerful and most liked lists. 12 were on the most powerful and most intelligent lists. 9 were on the most liked and most intelligent lists. How many were only on the most intelligent list? How many were on none of the lists? were only on the most intelligent list. were on none of the lists, C
Diana Baniak, Searching for an ecology class, know that you must be in one of nine classrooms. Since the professor does not allow people to enter after the class has begun, and there is very little time left, she decides to try to just five of the rooms at random. How many of the possible different selections 5 rooms will succeed in locating the class
i need c for number 6

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