QNT 375 Week 4 Analyzing Patterns and Trends Example

Reviewed by Davina Cresswell, MBA · University of Phoenix · Updated

This QNT 375 Week 4 example analyzes business data to find patterns and trends, test hypotheses and build a simple prediction, explaining each statistical tool in plain terms and what its results mean for a decision. University of Phoenix QNT 375 analyzes patterns and trends in Week 4, and QNT/375 pushes BS in Business students to choose tools that fit their questions, to interpret results carefully and to separate association from cause. The analysis uses the cleaned data on member cancellations at Summit Shine, the fictional Front Range car wash business. The paper describes the data, presents cancellation trends over time and by group, tests the four hypotheses with cross-tabulations, a before-and-after comparison and logistic regression, builds a model that ranks members by risk, checks its accuracy and summarizes what the evidence supports.

CourseQNT 375 Business Data Analytics (QNT/375)
Week4
Paper typeBusiness data analysis
Lengthabout 1,003 words, 4 double-spaced pages plus title page and references
FormatAPA 7 student paper
SchoolUniversity of Phoenix
ProgramBS in Business
UpdatedOctober 2026

Free sample paper for QNT 375 Week 4

1

Who Cancels and Why: Patterns, Trends and Predictions in a Car Wash Chain's Membership Data

[Student Name]

University of Phoenix

QNT/375: Business Data Analytics

Week 4 Assignment

[Instructor Name]

[Date]

Summit Shine Car Wash, its locations, members, data and results are composites written for a model paper.

What this part is doingThe title states the two questions the analysis answers.
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Weeks 1 through 3 framed the cancellation problem for Summit Shine, designed data collection and checked data quality. This paper analyzes the cleaned data: 12 months of records for about 80,000 members, current and canceled, with adjusted wash counts, corrected wait times, competitor distances and 640 survey responses.

Trends Over Time

Monthly cancellations averaged 6.1 percent in the first quarter of the study period, 6.9 percent in the second, 7.8 percent in the third and 8.4 percent in the fourth. New sign-ups were flat at about 4,800 a month. A seasonal pattern appears in past years too: cancellations rise in late spring when road salt disappears. But this year's rise exceeds the usual seasonal increase by about 1.5 points and began in winter, when cancellations normally fall.

Patterns by Group

Cross-tabulations compare cancellation rates across groups over the study year:

By tenure: members in their first six months canceled at 11.2 percent a month; members of more than two years at 4.3 percent.

By plan: the $25 basic plan at 9.6 percent; the $45 premium plan at 5.8 percent.

By recent washing: members whose washes fell by half or more over the prior two months at 17.5 percent; others at 6.2 percent.

By competitor proximity: members whose home site is within two miles of a competitor site at 9.7 percent after the openings; others at 7.1 percent.

By wait time: home sites with average weekend waits above 15 minutes at 8.9 percent; others at 7.4 percent.

What this part is doingSimple comparisons by group reveal patterns before any model is fitted.
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Testing the Competitor's Effect

Comparing groups after the openings does not show cause, since nearby and distant locations differed before. A difference-in-differences comparison helps. Before the openings, cancellation rates at the seven nearby locations averaged 6.4 percent, against 6.0 percent at the fifteen distant ones. After the openings, nearby locations averaged 9.5 percent and distant ones 7.5 percent. Nearby locations rose 3.1 points and distant ones 1.5 points, so the competitor is associated with about 1.6 additional points at nearby sites, after accounting for the chain-wide rise. Angrist and Pischke (2009) explain that this comparison supports a causal reading only if, absent the openings, the two sets of locations would have moved in step; monthly rates in the year before the openings moved closely together, which supports the assumption.

The competitor explains part of the rise near its new sites, but cancellations also rose where it never opened.

Testing the Hypotheses Together

Logistic regression estimates how several factors relate to the probability of canceling in a given month while holding the others constant (Hosmer et al., 2013). A model with tenure, plan, change in washing, competitor proximity, wait time, price increase exposure and month showed:

H1 supported: members whose washing fell by half or more had roughly triple the odds of leaving, the strongest effect in the model.

H2 supported: proximity to a competitor raised the odds by about 40 percent.

H3 weakly supported: long waits raised the odds by about 15 percent, with wide uncertainty.

H4 supported: members on the basic plan exposed to the price increase had about 25 percent higher odds of canceling than basic members not yet exposed.

Checking for Seasonal Effects

Because cancellations normally rise in late spring, the regression includes a variable for each month, so the effects of usage, competitors and price are estimated after removing the usual seasonal pattern. Without this control, which costs nothing to add and is standard practice, the price increase, which took effect in spring, would appear larger than it is, since part of the spring rise happens every year.

Survey Reasons

Survey responses from canceled members help interpret these results. The most common main reasons were "I wasn't using it enough" at 31 percent, price at 24 percent, a closer or cheaper car wash at 19 percent, waits at 11 percent and moving at 9 percent.

Predicting Who Will Cancel

Neslin et al. (2006) studied churn prediction models submitted to a tournament and found that modeling choices made meaningful differences in predictive accuracy and that more accurate models could produce substantially greater profit from retention campaigns. Summit Shine's model was built on the first eight months and tested on the last four. Ranking current members by predicted risk, the top 20 percent of scores contained 46 percent of members who canceled the following month, more than double what random selection would capture.

What this part is doingTesting the model on later months gives an honest picture of its accuracy.
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Interpreting the Odds

Odds ratios can mislead readers unfamiliar with them, so the report translates them into probabilities. For a typical basic plan member, the model predicts about an 8 percent chance of canceling next month. If that member's washing has dropped by half, the predicted chance rises to about 21 percent. If the member also lives near a competitor site, it rises to about 27 percent. Expressing results this way lets managers see the size of each effect for a real member rather than as an abstract ratio.

What this part is doingTranslating odds into probabilities makes the regression usable by managers.
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Checking the Model's Fit

The model's predicted cancellation rates matched actual rates closely across groups of members sorted by risk, except in the very highest-risk group, where it slightly overpredicted. That pattern suggests the model ranks members well but that its exact probabilities should be treated as estimates. Since the decision depends on ranking, which members to contact first, this limitation matters little.

What the Evidence Supports

Falling usage is the strongest warning sign, but it may reflect many causes, from changing commutes to dissatisfaction.

The competitor likely caused a measurable share of the rise at nearby sites.

The price increase raised cancellation among basic plan members.

Waits matter less than managers believed.

Conclusion

The analysis turns a single rising number into a set of patterns: usage declines, competitor proximity and the price increase on the basic plan all relate to cancellation, and a difference-in-differences comparison supports a causal role for the competitor. A predictive model can rank members by risk with useful accuracy. Week 5 will turn these findings into recommendations and present them to decision makers.

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References

Angrist, J. D., & Pischke, J.-S. (2009). Mostly harmless econometrics: An empiricist's companion. Princeton University Press.

Hosmer, D. W., Lemeshow, S., & Sturdivant, R. X. (2013). Applied logistic regression (3rd ed.). Wiley.

Neslin, S. A., Gupta, S., Kamakura, W., Lu, J., & Mason, C. H. (2006). Defection detection: Measuring and understanding the predictive accuracy of customer churn models. Journal of Marketing Research, 43(2), 204-211. https://doi.org/10.1509/jmkr.43.2.204

What the QNT 375 Week 4 instructions ask

The fourth QNT 375 assignment usually asks students to analyze data to identify patterns and trends. Prompts may ask students to use descriptive statistics, charts, correlation, regression, hypothesis tests or time series methods, interpret results in business terms and relate findings to the research questions set earlier. Some versions ask students to use software such as Excel and present output. Apply tools that fit each research question, explain what each result means and does not mean and support methods with the textbook and research in APA. Distinguish association from causation, and note where the evidence for a cause is stronger or weaker.

How this QNT 375 Week 4 example is built

Our sample paper begins with trends: the monthly cancellation rate climbed by more than two points across three quarters, with the sharpest rise after a competitor opened near seven locations. Cross-tabulations show higher cancellation among newer members, members on the lowest-priced plan and members whose washing dropped in the prior two months. A before-and-after comparison of locations near and far from the competitor estimates that the competitor added about 1.6 percentage points to monthly cancellations at nearby sites. Logistic regression tests all hypotheses together and shows that a drop in washing is the strongest predictor. A model ranking members by risk captures 46 percent of next-month cancellations in the top 20 percent of scores. The paper explains which findings suggest causes and which only predict.

QNT 375 Week 4 grading rubric: where the points go

Instructors reward analysis that matches tools to questions and interprets results correctly. Strong papers describe the data, use descriptive statistics and charts to show patterns, apply appropriate tests or models to each hypothesis and explain results in plain business terms. Credit goes to distinguishing association from causation, to checking a predictive model's accuracy on data it was not built on and to stating limits honestly. Graders also look for figures that a manager could act on, such as which members to target. Graders also look for a short summary of findings against each research question. Clear tables or summaries, accurate interpretation and APA citations complete a strong paper.

QNT 375 Week 4 help: mistakes to avoid

Analysis papers often run many tests and report every number without saying what they mean. For each result, state what it shows for the decision. Another frequent gap is treating correlation as cause; a member who washes less and then cancels may be losing interest for many reasons. Say what the evidence can and cannot support. Students also judge prediction models on the data used to build them, which overstates accuracy. Test on separate data. Some papers ignore time trends and seasons, which can create false patterns. Control for them. Finally, summarize findings against each research question. A tutor can help you choose the right test for each question, read the output and explain it in plain words.

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QNT 375 Week 4 questions, answered

What does QNT 375 Week 4 usually cover?

It usually covers analyzing data for patterns and trends with descriptive statistics, charts, correlation, regression and hypothesis tests, and interpreting results for business decisions.

Where can I find a free QNT 375 Week 4 sample paper?

The Week 4 paper above analyzes membership cancellation data for a car wash chain, and readers can open the complete analysis here.

What is logistic regression used for in business?

It estimates how several factors relate to the probability of a yes or no outcome, such as whether a customer cancels, and can rank customers by predicted risk.

What is a difference-in-differences comparison?

A method that compares the change in an outcome for a group affected by an event with the change for an unaffected group over the same period, to estimate the event's effect.

How do you check a predictive model's accuracy?

By testing it on data not used to build it, using measures such as how many actual cases appear among the highest-scored records.

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