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Examen

Applied Statistics in Business and Economics, 7th Edition – David P. Doane & Lori E. Seward – Complete Solutions Manual (Chapters 1–17)

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This document provides the full Instructor’s Solutions Manual for Applied Statistics in Business and Economics (7th Edition) by David P. Doane and Lori E. Seward. It includes detailed, fully worked-out solutions for all end-of-chapter exercises from Chapters 1 to 17. Covered topics include data collection, descriptive statistics, probability distributions, sampling, confidence intervals, hypothesis testing, correlation and regression, ANOVA, time series analysis, and decision making. Designed for business students and instructors, this resource is ideal for exam prep, assignment help, and instructional planning. (Full Chapters included Chapter 1 to 17)... Chapter 1: Overview of Statistics. Chapter 2: Data Collection. Chapter 3: Describing Data Visually. Chapter 4: Descriptive Statistics. Chapter 5: Probability. Chapter 6: Discrete Probability Distributions. Chapter 7: Continuous Probability Distributions. Chapter 8: Sampling Distributions and Estimation. Chapter 9: One-Sample Hypothesis Tests. Chapter 10: Two-Sample Hypothesis Tests. Chapter 11: Analysis of Variance. Chapter 12: Simple Regression. Chapter 13: Multiple Regression. Chapter 14: Time-Series Analysis. Chapter 15: Chi-Square Tests. Chapter 16: Nonparametric Tests. Chapter 17: Quality Management.

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Introduction To Statistics
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Institución
Introduction to Statistics
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Introduction to Statistics

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Subido en
1 de octubre de 2024
Número de páginas
538
Escrito en
2024/2025
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Examen
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  • solutions
  • descriptive statistics ex

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Applied Statistics in Business and Economics
7th Edition
by David Doane
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Complete Chapter Solutions Manual
are included (Ch 1 to 17)
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** Immediate Download ✅
** Swift Response
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** Chapters included 1 to 17 ✅
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, ASBE 7e Solutions for Instructors


Chapter 1
Overview of Statistics
1.1 a. Statistics can be used to 1) determine what a typical commission is and then 2) use that
value to identify commissions that appear to be unusually high.
b. She could use statistics to show the average energy use compared to previous models.
She could also use statistics to show how durable the monitor would be in the field.
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c. He could use statistics to calculate the average absenteeism at each plant and then
compare across the three plants.
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d. He could calculate average number of defects in each shipment. He could determine
variation in number of defects between the three shipments.
Learning Objective: 01-1
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1.2 a. He could calculate the job turnover for each gender for each restaurant. He could then
look at the difference between the various restaurants as well as the difference between
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genders.
b. He could calculate the average number of emails received and sent for employees in
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different job classifications and make comparisons.
c. The portfolio manager could calculate both the average return and the variation on return
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for the six different investments and make comparisons.
d. By studying the busiest times of day for surgery, the administrator could work with
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surgeons to spread their surgeries out to better use the facilities. He might also look at
which surgeries take the longest and which are shorter to help with scheduling.
Learning Objective: 01-1
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1.3 a. The average business school graduate should expect to use computers to manipulate the
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data.
b. Answers will vary. Weak quantitative skills lead to poor decision making because data-
based decision making is a hallmark of successful businesses. If one cannot analyze
data or understand summary analyses, one will be making decisions without full
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information.
Learning Objective: 01-2
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1.4 a. Answers will vary. Why Not Study: It is difficult to become a statistical “expert” after
taking one introductory college course. A business person should hire statistical experts
and have faith that those who are using statistics are doing it correctly. Why Study: In
fact, most college graduates will use statistics every day. Relying on a consultant to
perform simple or even complex statistical analyses means turning over part of the
business decision-making to someone who doesn’t know your business as well as you
do.
b. Answers will vary. Answers provided in part a will be similar for the subjects of
accounting. Foreign languages are essential in this global business environment of
today. While learning a foreign language can take considerably more time as an adult,
the investment is worth it. Businesses are looking for college graduates that have


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, quantitative skills and speak a foreign language. Chinese and Spanish are popular
choices.
c. To arrive at an absurd result, and then conclude the original assumption must have been
wrong, since it gave us this absurd result. This is also known as proof by contradiction.
It makes use of the law of excluded middle — a statement which cannot be false, must
then be true. If you state that you will never use statistics in your business profession
then you might conclude that you shouldn’t study statistics. However, the original
assumption of never using statistics is wrong; therefore the conclusion of not needing to
study statistics is also wrong.
Learning Objective: 01-2

1.5 a. Answers will vary.
b. An hour with an expert at the beginning of a project could be the smartest move a
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manager can make. A consultant is helpful when your team lacks certain critical skills,
or when an unbiased or informed view cannot be found inside your organization.
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Expert consultants can handle domineering or indecisive team members, personality
clashes, fears about adverse findings, and local politics. As in any business decision, the
costs of paying for statistical assistance must be weighed against the benefits. Costs
are: statistician’s time, more time invested in the beginning of a project which may
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mean results are not immediate. Benefits include: better sampling strategies which can
result in more useful data, a better understanding of what information can be extracted
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from the data, greater confidence in the results.
Learning Objective: 01-2
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1.6 a. The ethical issue is that credit card companies are using unfair marketing practices to
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entice students to use credit cards. Students are a vulnerable group that has not been
educated about personal finance. Credit card companies are also purchasing student
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lists from universities and various student groups. This is also an unethical practice by
the universities.
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b. They used an in-person survey given to 1500 students. These students were randomly
solicited at popular places on campus. The sampling technique was a convenience
sample. The report did not attempt to make inferences about the population of college
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students. The report simply provided statistics collected from their sample. The naïve
reader would most likely make the inference that the numbers from the sample apply to
the population as a whole. This should be made clearer in the report.
c. The subjects surveyed include 1) how students pay for their education, 2) how they use
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credit cards, 3) how many of them use credit cards, and 4) attitudes toward credit card
marketing on campus. It would be interesting to see what the questions were and how
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they were worded.
d. Because the survey focused on students’ opinions and did not provide information about
credit card use by the general population it is difficult to conclude that the marketing
practices companies use on campuses are different from those used to market cards to
the general public. Furthermore, it was not obvious that those students who had credit
cards obtained those cards as a direct result of the campus marketing efforts. What was
impressive was the amount of research the group did to support their claims of
unethical practices. The references to other reports and court cases were a better
support for their claims in question 1.




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, e. Answers vary. In general, because the study was based on a convenience sample the
results cannot be assumed to hold for the general population of students. Also, it would
be good to know how students’ use of credit cards compares to the general public.
f. The list of schools included in the survey is focused in a few states such as
Massachusetts, California, and Colorado. There were very few schools from the
southeast and virtually no private colleges or universities. Because it was a convenience
sample it is not appropriate to extend the results from the survey to the larger
population of college students. However, many of the references cited did suggest that
the problem was widespread.
g. First, they suggest eliminating "freebies" or gifts that would entice students to sign up
for a credit card. Second, they suggest limiting posted marketing materials on campus.
The third solution is to disallow acquisition of students’ lists. Fourth, they suggest that
sponsorship should be discontinued. In other words, credit card companies cannot pay
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for student groups to get them new customers. The fifth recommendation is to enhance
student awareness about credit card problems. Finally, they suggest that certain terms
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that take advantage of students should be discouraged. For example, hidden fees,
changing contracts, and universal default should be eliminated.
As a follow up to this report note that the Credit Card Accountability Responsibility and
Disclosure Act of 2009 or Credit CARD Act of 2009 is a federal law passed by the
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United States Congress and signed by President Barack Obama on May 22, 2009. It is
comprehensive credit card reform legislation that aims "...to establish fair and
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transparent practices relating to the extension of credit under an open end consumer
credit plan, and for other purposes."[1]
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Learning Objective: 01-3
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1.7 Answers will vary. Examples include: linking expectations on conduct to the company’s
mission, explaining what is considered acceptable and unacceptable behavior,
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providing courses of action for employees when they have questions or believe an
ethical guideline has been violated, documentation so that employees will know the
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code, addressing nepotism, addressing romantic relationships, addressing customer
relationships and vendor relationships.
Learning Objective: 01-3
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1.8 Mary is falling for Pitfall 3: Conclusions from Rare Events. Just because an event is
unlikely doesn’t mean it will never happen. The probability may be small but there is a
chance of observing the same five winning numbers in the same sequence on two
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different days.
Learning Objective: 01-4
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1.9 Bob is falling for Pitfall 5: Assuming a Causal Link. Statistical association does not prove
causation. Bob also appears to be falling for Pitfall 6: Generalization to Individuals.
Even if there were a link between cell phones and binge drinking, the link would be
between groups of cell phone users and groups of binge drinkers, not necessarily a one
to one link.
Learning Objective: 01-4




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