Consider the following election: 13 8 10 19 1st choice ACC B 2nd choice BABA 3rd choice CBA C a) How many points would choice A get under Copeland's Method? b) How many points would choice B get under Copeland's Method? c) How many points would choice C get under Copeland's Method?
Q: Solve the given differential equation by finding, as in Example 4 of Section 2.4, an appropriate…
A:
Q: 2. 3. Give a formal proof for the tautology by using the CP rule. Do not use the IP rule. Note that…
A: Given Below clear explanation
Q: Use La Salle's Invariance Set Theorem to prove that the following system is asymptotically stable…
A: As per the question we are given the following dynamic system : x'' + x'3 + x = 0 And we have to use…
Q: 2. Prove the following using the properties of regular expressions: (ab)* +c+c=A+ ab +(ab)" +…
A:
Q: Consider the problem of maximize f(x,y,z) = xyz + 6xz subject to x+3y+z = 18, and x+y = 6. Suppose…
A: https://www.wolframalpha.com/input?i2d=true&i=x%2B3y%2Bz%3D17%5C%2844%29+x%2By-0.1z%3D7%5C%2844%…
Q: y= Ae* + Bxex
A:
Q: 25. Let W=-+-+-12 + 6+ ... 6 8 10 16 Let Q=--+-12-16+(10-20- Notice that Q is a rearrangement of the…
A:
Q: Below is an example of the border that the administration is thinking of using to surround a 6 × 6…
A:
Q: Determine whether the given differential equation is exact. If it is exact, solve it. (If it is not…
A:
Q: ydy 1+ y²² = dx X when y(2) =3
A:
Q: Question 13 What is the equation of the line that pass through (3, 4) and (3, 4)? Question 14 What…
A:
Q: Suppose that r stands for "I went to the store" and s stands for "They had milk." What is…
A: Given that r stands for I went to the store s stands for They had milk So, ¬s stands for They…
Q: 3. Write a recursive algorithm of the sequence t(1)=-1 and t(n)=5x t(n-1)+n² as a function.
A:
Q: (a) Explain the following terms in the context of linear programming: (i) Basic solution, (ii)…
A: explain the following in the context of linear programming (i) basic solution a basic solution is…
Q: let {f} bacauchy sequence in anormed Space X-Show that there exists as bsequence such that UKEN 11…
A:
Q: 3. Define the functions ga(z) - n+1 0 else Then consider the function f(r)-9(r) defined on [0, 1].…
A: The given function is gn(x)=nn+12-n<x<2n0else define on the set [0,1] and f=∑n=1∞gn(x) To…
Q: (a) Sketch a graph of y=5" and carefully draw three secant lines connecting the points P(0,1) and…
A: Hi!Thank you for your question. As per guidelines we can solve one question at a time in case of…
Q: Let ̄f = c1φ1 + c2φ2 + ... + cnφn be the projection of f on the orthogonal set (φ1,φ2,...φn). Show…
A:
Q: X 1 (A) If g tan , find the derivative 1² +2 yz of g at point (1,2,-1) in the direction of the…
A: Directional derivative of the function
Q: Solve the given differential equation by using an appropriate substitution. The DE is homogeneous.…
A:
Q: The simple solid Q, drawn in the first octant and generated by the surfaces *See image 1*…
A: What is Three Dimensional Surface: A surface is a three dimensional figure. Therefore, in a surface,…
Q: 2x" + x' + 8x = t+1 t±¹, x(0) = 1, x'(0) = 0.
A: given 2x''+x'+8x=t+12 with conditions x0=1 , x'0=0 solve the equation using method of variation of…
Q: Take non-zero positive integers m and n. Show that Z/mZx Z/nZ≈ Z/mnZ if and only if m and n are…
A:
Q: 1. Raj wants to paint a checkered pathway in a park (really really big) with red and green paints.…
A: Given That : Raj wants to paint a checkered pathway with red and green paint . He wants to paint all…
Q: 1. Ten year old Kayla's lemonade stand has experienced rises and falls in sales caused by…
A: The model of sales is given by S(x)=2x3-32x2+128x+6. (a) To Find: The no. of days when she made a…
Q: For which parabola is the function f(x,y) Illustrate your answer. sin(xy) y-x² not defined?
A:
Q: 1. Using finite differences, determine the type of function (quadratic, cubic, quartic, quintic,…
A: What is Divide Difference: For some given data points, when the difference between x values are…
Q: 3. Prove that the groups (R.) and (R,+) are not isomorphic, where (R* R{0},-) is the multiplicative…
A: We have to show that the groups ℝ, + and ℝ*, · are not isomorphic. Here, the group ℝ*, · does not…
Q: Let the basis vectors be given by a = [3,1] and 6 = [3,3]. Give the image of a general coordinate…
A:
Q: (a) Sketch a graph of y=5" and carefully draw three secant lines connecting the points P(0.1) and…
A:
Q: Use the accompanying Venn diagram, which shows the number of elements in region II to answer the…
A:
Q: Fiona has 5 albums in her Photo Gallery on her phone. Each album has 60 pictures. How many sets of…
A:
Q: ose ƒ : [a,b] → R is an increasing function, meaning that c, d = [a,b] with d implies f(c) ≤ f(d).…
A:
Q: Take non-zero positive integers m and n. Show that Z/mZx Z/nZZ/mnZ if and only if m and n are…
A: Given That:To take non-zero integers m and n . ℤmℤ × ℤnℤ ≅ ℤmnℤ if m and n are relatively prime ,…
Q: cy² = x² + y
A:
Q: What is the number of non-negative integer solutions to the equation x+y+z+w=15?
A: Number of non-negative integral solutions for x1+x2+...+xn=m is given by Cn-1n+m-1 We have:…
Q: : Prove that three dimentional volume element "dx dy dz " is not invariant bu ment is invariant…
A:
Q: 3. Form the partial differential equation by eliminating the arbitrary constants a and b from z = ď²…
A:
Q: ← A is the set of schools in a region. B is the set of students who are now the valedictorians of…
A: Given A is the set of school in a region B is the set of valedictorians student of schools in the…
Q: Q1: Find Fourier Series for the Figure as shown below. 1 as t -31 | -21 T 0 TU 21 Зп
A: Given: The below diagram, To find: The Fourier series of the above diagram.
Q: 1. 3. A D 2. 4. U A 5. U A
A: 1. Here shaded region is portion of A which is not in B. So the set notation is A∩Bc 2. Here the…
Q: Does anyone use ratios in their workplace? If so, can you provide an example and explain how it is…
A: Yes, Anyone use ratios in their workplace.
Q: a) M = {1, 2}. Find the 4 topologies of M. b) Show that R^n\0 is connected only for n other than 1…
A:
Q: Construct an example of an 4×3 matrix with rank 1: You can resize a matrix (when appropriate) by…
A: Rank of Matrix: A n×m matrix has rank k , if k is the maximum number of its linearly independent…
Q: Prove numbers that the set is aB anach all real брасе.
A: We have to show that the set of all real numbers is a Banach space. Definition :…
Q: find FoT the: f(t) = 35gh (st) - w let: 35gh (34) = 6 ju
A: What is Fourier Transformation: Fourier transformations are examples of integral transformations. A…
Q: g(x) - Stoc cos (x + t) g(t) dt = 1 [1- (π/2)]
A:
Q: Determine whether the given differential equation is exact. If it is exact, solve it. (If it is not…
A:
Q: Line integrals can look a lot alike! But they represent very different things. Consider: (ii) S¹ (i)…
A: Given below clear explanation
Q: de K (i) The concept of curvature and radius of curvature are defined by extending those con- cepts…
A:
Step by step
Solved in 2 steps with 2 images
- Determine whether any of the listed candidates has a majority. Four candidates running for mayor receive votes as follows. Ito: 40,761 Johnson 18,116 Kennedy:9,058 Lieberman 13,587Consider an election with 541 votesa) If there are 5 candidates, what is the smallest number of first-place votes a candidate could win with under the Plurality method? votesb) If there are 6 candidates, what is the smallest number of first-place votes a candidate could win with under the Plurality method? votesConsider 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?
- SUPPOSE THE 18 MEMBERS ON THE BOARD OF THE PROVINCE OF BATANGAS ARE SELECTED ACCORDING TO THE POPULATIONS OF THE 3 CITIES AND 2 BIG TOWNS AS SHOWN BELOW. A. USE THE HAMILTON METHOD TO DETERMINE THE NUMBER OF BOARD MEMBERS EACH CITY AND MUNICIPALITY SHOULD HAVE. B. USE THE JEFFERSON METHOD TO DETERMINE THE NUMBER OF BOARD MEMBER EACH CITY AND MUNICIPALITIES SHOULD HAVE City - Population Batangas - 2,694,335 Tanauan - 173,400 Lipa - 332,386 Lemery - 93,157 Taal - 56,327The following table below shows the number of employees in the four divisions of a corporation. There are 85 new computers that are to be apportioned among the divisions based on the number of employees in each division. a. Use the Hamilton method to determine the number of computers to be apportioned to each division. b. Use the Jefferson method to determine the number of computers to be apportioned to each division. Does this particular apportionment violate the quota rule? c. Suppose the supplier of the computers decided to reward the corporation with one unit of computer and delivered it just after the deployment of the 85 units. Use the Huntington-Hill apportionment principle to determine which division will get one additional unit?At Southwestern Oregon Community College, a committee is being formed to decide on what kinds of facilities the new Health and Sciences building will include.Many of the campus community want a say in this matter, and 1515 members consisting of faculty, staff, administration, and student government have indicated that they would like to be a part of this committee. However, there are only 55 spots on the committee.Of the 1515 members of the campus community who want to be a part of this committee, 1010 are women and 55 are men.To decide who gets to serve on this committee, the 1515 names will be put into a hat, mixed up, and 55 will be drawn at random.(a) What kind of probability distribution models the probability of that kk women are on the committee?(b) What values can kk possibly be?(c) Write the formula for the probability distribution function for the probability that kk women will serve on the committee.(d) What is the probability that this committee consists only of women?(e)…
- At Southwestern Oregon Community College, a committee is being formed to decide on what kinds of facilities the new Health and Sciences building will include.Many of the campus community want a say in this matter, and 1515 members consisting of faculty, staff, administration, and student government have indicated that they would like to be a part of this committee. However, there are only 55 spots on the committee.Of the 1515 members of the campus community who want to be a part of this committee, 1010 are women and 55 are men.To decide who gets to serve on this committee, the 1515 names will be put into a hat, mixed up, and 55 will be drawn at random.(d) What is the probability that this committee consists only of women?(e) What is the probability that this committee consists only of men?At Southwestern Oregon Community College, a committee is being formed to decide on what kinds of facilities the new Health and Sciences building will include.Many of the campus community want a say in this matter, and 1515 members consisting of faculty, staff, administration, and student government have indicated that they would like to be a part of this committee. However, there are only 55 spots on the committee.Of the 1515 members of the campus community who want to be a part of this committee, 1010 are women and 55 are men.To decide who gets to serve on this committee, the 1515 names will be put into a hat, mixed up, and 55 will be drawn at random.(d) What is the probability that this committee consists only of women?(e) What is the probability that this committee consists only of men?(Note: please describe the methods you used to perform any of your calculations.)Consider an election with three candidates with the following results: (ACB) 2, (BAC) 5, (CBA) 4, (CAB) 2. a) Is there a Majority winner? If not who is the Plurality winner. b) who wins using the Borda count method? c) Who wins if he or she first eliminates the one with the most Las place votes and then has a runoff between the other two?
- Consider an election with three candidates with the results: (CBA) 2 (ACB) 6 (BAC) 5 (BCA) 2 Is there a majority winner? If not, who is the plurality winner? Answer No, B; Yes, A; No, A; No, C; or Yes, B. Who wins the election using the Borda count method? Answer B; A; C and B tie; C; or A and B tie. Who wins if they first eliminate the one with the most last-place votes and then have a runoff between the other two? Answer B; A; C and B tie; C; or A and B tie. Could the two voters with preference (BCA) change the outcome of the election in previous question if they voted insincerely and pretended to have the preference (BAC)? Answer yes or no.FROM a group of 6 students A, B,C,D,E AND F , 3 are to be selected in the school commitee find the prob that A and B are not in the school committeeeThe Olympics host city is chosen from a list of candidate cities. Members of the International Olympic Committee vote to determine which city will get to host the Olympics. The city with the majority of the votes wins. If, after the first round of voting, no city obtains the absolute majority of the votes cast, as many rounds are held as necessary for a city to obtain such majority. If additional rounds are necessary, plurality with elimination is used to determine which city is to be removed from the competition. For the 2048 Winter Olympics, the first round of voting is as follows: City Number of Votes After Round 1 Oslo 29 Sapporo 38 Vancouver 36 Since no city has the absolute majority of the votes, another round of voting will be necessary. Which city should be eliminated before the next round? Group of answer choices Oslo Vancouver Sapporo