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Exam (elaborations)

Applied Statistics in Business and Economics 2024 By David Doane (Solutions Manual, All Chapters 100% Original Verified, A+ Grade)

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This is original solutions manual for 2024 edition, all other files in the market are fake/old edition with edition number change only. Applied Statistics in Business and Economics 2024 By David Doane (Solutions Manual, All Chapters 100% Original Verified, A+ Grade) Applied Statistics in Business and Economics 2024 By David Doane (Solutions Manual, All Chapters 100% Original Verified, A+ Grade)

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Institution
Applied Statistics
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Applied Statistics

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December 17, 2024
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December 17, 2024
Number of pages
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Written in
2024/2025
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Solutions Manual for Applied
Statistics in Business and
Economics 2024 By David
Doane (All Chapters 1-17,
100% Original Verified, A+
Grade)


All Chapters are arranged
Reveres 17-1.
Supplement Files Download
Link at the end of PDF file.

, ASBE 7e Solutions for Instructors


Chapter 17
Quality Management
17.1 a. Productivity is a ratio of output to input and measures efficiency.
b. Quality control refers to methods used to ensure product or service quality.
c. Process control refers to methods used to ensure process consistency and
conformance to process specifications.
Learning Objective: 17-1

17.2 From the modern perspective productivity and quality move in the same direction. When
you improve quality you also improve productivity. In the past, the relationship was
thought to be the inverse. People believed that to improve quality they must slow
down processes which would decrease productivity. This is not the case if one
considers that rework and scrap due to poor quality actually decrease productivity.
Learning Objective: 17-1

17.3 Common cause variation is normal and expected. It’s part of the process. Special cause
variation is caused by something outside the normal process.
Learning Objective: 17-1

17.4 Zero variation is a lofty goal but not achievable. Variation will always exist. We can
attempt to minimize variation but cannot eliminate all sources of variation.
Learning Objective: 17-1

17.5 Statisticians help organization define metrics used to measure quality and then help
design data collection and process monitoring systems.
Learning Objective: 17-1


17.6 Students may name Deming, Shewhart, Ishikawa, Taguchi, and others they’ve heard of.
Learning Objective: 17-2

17.7 Deming’s 14 Points (abbreviated)
1. Maintain constancy of purpose.
2. Adopt a new philosophy.
3. Don’t rely on inspection—design quality in.
4. Don’t award contracts just on the basis of price.
5. Continuous improvement.
6. Institute training on the job.
7. Supervision should help people do a better job.
8. Drive out fear and create trust.
9. Break down barriers between departments.
10. Eliminate slogans, exhortations, and targets.

512

, ASBE 7e Solutions for Instructors


11. Eliminate numerical goals.
12. Remove barriers to pride in work.
13. Continuing education for all.
14. Act to accomplish the transformation.
See www.deming.org for a more detailed complete list.
Learning Objective: 17-2


17.8 a. A car dealership typically surveys their customers and might track the number of
customers who respond that they were satisfied with their service.
b. A bank might track the number of transactions that are error free. They might track
the time required to complete a transaction.
c. The movie theater might track the time required to purchase a ticket or the number of
customer complaints.
Learning Objective: 17-3

17.9 SQC refers to a specific set of tools used to monitor, improve, and control product
quality. Most of the tools rely on statistical techniques. SPC refers to the statistical
tools used to monitor, improve, and control process characteristics.
Learning Objective: 17-3

17.10 Total Quality Management or TQM
Business Process Redesign or BPR
Continuous Quality Improvement or CQI
Six Sigma or 6-sigma uses the DMAIC cycle (define, measure, analyze, improve,
control)
PDCA cycle (plan, do, check, act)
Learning Objective: 17-3

17.11 The improvement process is never-ending because once you eliminate one source of
variation you move to the next source of variation. Two cycles: PDCA (plan, do,
check, act) and DMAIC (define, measure, analyze, improve, control)
Learning Objective: 17-3

17.12 SERVQUAL
Reliability, Responsiveness, Assurance, Empathy, and Tangibles
Learning Objective: 17-3

17.13 Service blueprints and Service transaction analysis
Learning Objective: 17-3

17.14 Attribute control charts are for nominal data (e.g., proportion conforming) while variable
control charts are for ratio or interval data (e.g., means).
Learning Objective: 17-4

17.15 a. Sampling frequency depends on cost and physical possibility of sampling.

513

, ASBE 7e Solutions for Instructors


b. For normal data, small samples may suffice for a mean (Central Limit Theorem).
c. Large samples may be needed for a proportion to get sufficient precision.
Learning Objective: 17-4

17.16 a. We can estimate  using the sample standard deviation (s), or using R d 2 where R is
the average range and d2 is a control chart factor from Table 17.4, or using the
average of the sample standard deviations of many samples ( s ).
b. The R is often used because we often know the range of values for our process. For
historical reasons, this method is still used frequently. Before the advent of computers
it was easier to calculate than s.
c. MINITAB defaults to s because when a sample data set is provided it is the most
direct way to estimate σ.
Learning Objective: 17-5

17.17 This is the Empirical Rule (see chapters 4 and 7):
a. Within ± 1 standard deviations  68.26 percent of the time
b. Within ± 2 standard deviations  95.44 percent of the time
c. Within ± 3 standard deviations  99.73 percent of the time
Learning Objective: 17-5

17.18 Students may need to be reminded that “sigma” refers to the standard error of the mean
 n.
Rule 1. Single point outside 3 sigma
Rule 2. Two of three successive points outside 2 sigma on same side of centerline
Rule 3. Four of five successive points outside 1 sigma on same side of centerline
Rule 4. Nine successive points on same side of centerline
Learning Objective: 17-5

R 0.42
17.19 UCL = x + 3 = 12.5 + 3 = 12.742
d2 n 2.326 5
R 0.42
LCL = x − 3 = 12.5 − 3 = 12.258
d2 n 2.326 5
Learning Objective: 17-5

 2
17.20 UCL =  + 3 = 400 + 3 = 403
n 4
 2
LCL =  − 3 = 400 − 3 = 397
n 4
Learning Objective: 17-5




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