Question
In: Mechanical Engineering
The seniors at Weseltown High School are voting on where to go for their senior trip....
The seniors at Weseltown High School are voting on where to go for their senior trip. They are deciding on Angel Falls(A), Bend Canyon(B), Cedar Lake(C) or Danger Gap(D). The results of the preferences are:
DABC = 120
ACBD = 100
BCAD = 90
CBDA = 80
CBAD = 45
a. Who is the Condorcet candidate?
b. Is there a majority winner? If not, is there a plurality winner? Does this violate the Condorcet criterion?
c. Who wins the Borda count? Does this violate the Condorcet criterion?
d. Who wins using the Hare method? Does this violate the Condorcet criterion?
e. Who wins using the pairwise comparison method? Does this violate the Condorcet criterion?
Solutions
samet mamat answered 1 month agoRelated Solutions
Albany High School is planning a field trip for senior students. They expected 100 students to...
Albany High School is planning a field trip for senior students.
They expected 100 students to participate in the trip but
eventually 130 students join the trip. They planned to charge each
student a price of $25 for the trip and spend an expense of $20 per
student for the trip. Then, they find that the expense of the filed
trip goes up to $30 per student, and they have to increase the
price for each student to $40.
Budget...
Assume that the following events are independent: The probability that a high school senior will go...
Assume that the following events are independent: The probability
that a high school senior will go to college is 0.70. The
probability that a high school senior will go to college AND live
on campus is 0.48. What is the probability that a high school
senior will live on campus, GIVEN that the person will go to
college?
David is a high school senior. He must decide whether to work or go to college....
David is a high school senior. He must decide whether to work or
go to college. If he has a high school degree, he will make $20,000
per year. If he has a college degree, he will make $35,000 per
year. To get a college degree, he must go to school for one period
at a tuition cost of $10,000. Assume David lives for 3 periods and
his discount is 0.1. A. What is David’s direct cost of attending
college?...
David is a high school senior. He must decide whether to work or go to college....
David is a high school senior. He must decide whether to work or
go to college. If he has a high school degree, he will make $20,000
per year. If he has a college degree, he will make $35,000 per
year. To get a college degree, he must go to school for one period
at a tuition cost of $10,000. Assume David lives for 3 periods and
his discount is 0.1.
(a) What is David’s direct cost of attending college?...
David is a high school senior. He must decide whether to work or go to college....
David is a high school senior. He must decide whether to work or
go to college. If he has a high school degree, he will make $20,000
per year. If he has a college degree, he will make $35,000 per
year. To get a college degree, he must go to school for one period
at a tuition cost of $10,000. Assume David lives for 3 periods and
his discount is 0.1.
A. What is David’s direct cost of attending college?...
David is a high school senior. He must decide whether to work or go to college....
David is a high school senior. He must decide whether to work or
go to college. If he has a high school degree, he will make $20,000
per year. If he has a college degree, he will make $35,000 per
year. To get a college degree, he must go to school for one period
at a tuition cost of $10,000. Assume David lives for 3 periods and
his discount is 0.1.
a) What is David’s direct cost of attending college?...
11. High School Standardized Test Past experience indicates that the time required for high school seniors...
11. High School Standardized Test Past experience indicates that
the time required for high school seniors to complete a
standardized test is a normal random variable with a mean of 35
minutes (normally distributed). If a random sample of 30 high
school seniors took an average of 33.5 minutes to complete this
test with a standard deviation of 4 minutes, test the hypothesis,
at the 0.05 level of significance, that u = 35 minutes against the
alternative that u <35...
A high school believes that their seniors have gotten exceptionally high SAT scores this year, and...
A high school believes that their seniors have gotten
exceptionally high SAT scores this year, and they want to compare
the SAT scores of their 400 seniors to the SAT scores of all the
high school seniors in the country.
What is the best statistical test to use to analyze the
hypothesis in scenario 1?
Group of answer choices
One-way ANOVA
Two Sample Z-Test
Factor Analysis
Correlation Coefficient
Independent sample t-Test
Dependent sample t-Test
Z-Score
Structural Equation Model
One Sample...
The National Center of Education Statistics conducted a survey of high school seniors,
5.20 High School and Beyond, Part I: The National Center of Education Statistics conducted a survey of high school seniors, collecting test data on reading, writing, and several other subjects. Here we examine a simple random sample of 200 students from this survey. Side-by-side box plots of reading and writing scores as well as a histogram of the differences in scores are shown below. (b) Create hypotheses appropriate for the following research question: is there an evident difference in the average...
The National Center of Education Statistics conducted a survey of high school seniors
High School and Beyond, Part l. The National Center of Education Statistics conducted a survey of high school seniors, collecting test data on reading, writing, and several other subjects. Here we examine a simple random sample of 200 students from this survey. A histogram of the difference in the reading and writing score of each student is shown below. .1. Which set of hypotheses is appropriate for the following research question: is there an significant difference in the average scores of students...
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