MPH 515 Week 5 Biostatistics Write-Up Example

Epidemiology and Biostatistics for Public Health Application I Chamberlain University Free custom sample in 24 to 48h

Whether starting buprenorphine in the emergency department was associated with fewer repeat overdose visits within 30 days is the subject of this MPH 515 Week 5 sample paper. Chamberlain MPH 515 (MPH-515), Epidemiology and Biostatistics for Public Health Application I in the Master of Public Health (MPH) program, asks students to write up a small statistical analysis. The sample names each variable's measurement level, chooses a chi-square test from those levels, checks expected counts, reports the output with risk ratio and risk difference first, describes the groups before comparing them, interprets the result for the population with its confounding and writes one reportable sentence.

CourseMPH 515 Epidemiology and Biostatistics for Public Health Application I
Week5
Paper typeBiostatistics write-up
LengthAbout 1,130 words, 5 pages
FormatAPA 7 student paper
SchoolChamberlain University
ProgramMaster of Public Health (MPH)
UpdatedOctober 2026

Free sample paper for MPH 515 Week 5

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Biostatistics Write-Up: Was Starting Buprenorphine in the Emergency Department Associated With Fewer Repeat Overdose Visits Within 30 Days in Bellamy County?

Student Name

Chamberlain University

MPH 515: Epidemiology and Biostatistics for Public Health Application I

Instructor Name

Month Day, Year

What this page is doingThe title states the question in population terms, which tells the reader the analysis will be about an association, not a classroom answer.
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Biostatistics Write-Up: Was Starting Buprenorphine in the Emergency Department Associated With Fewer Repeat Overdose Visits Within 30 Days in Bellamy County?

The Question

This write-up analyzes composite surveillance and hospital data from Bellamy County, the composite county used throughout this course, to ask whether residents who started buprenorphine in the emergency department after a first nonfatal opioid overdose visit in 2024 were less likely to return with another overdose within 30 days than those who did not. The analysis covers 640 residents with a first qualifying visit in 2024 who were discharged alive and lived in the county for the following 30 days.

Variables and Their Measurement Levels

The exposure is buprenorphine started in the emergency department before discharge, recorded as yes or no: a nominal, two-category variable. The outcome is a repeat emergency department visit for opioid overdose within 30 days of discharge, also yes or no. Both variables are categorical, and each resident contributes one observation, so the observations are independent. Age, in years, is a continuous variable used to describe the groups but not in the main test.

What this page is doingNaming each variable's measurement level before choosing a test shows the test follows from the data, which is what earns the method marks.
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Choosing the Test From the Levels

With two categorical variables and independent observations, the question is whether the proportion with a repeat visit differs between two groups. A chi-square test of independence for a two-by-two table is appropriate, with the risk ratio and risk difference reported as effect sizes and 95% confidence intervals. A t-test would be wrong here, because the outcome is not continuous. Fisher's exact test would be preferred if any expected cell count were below 5.

The Data

Table 1

Repeat Overdose Visits Within 30 Days by Emergency Department Buprenorphine Start, Bellamy County Residents, 2024

Started buprenorphine in EDRepeat visit within 30 daysNo repeat visitTotalProportion with repeat visit
Yes121561687.1%
No7040247214.8%
Total8255864012.8%

Note. Note. Composite data constructed for this course.

Assumptions Checked

Each resident appears once, using only the first 2024 visit, so observations are independent. Expected counts were calculated for each cell as the row total times the column total divided by the grand total. The smallest expected count, for repeat visits among those who started buprenorphine, was 168 times 82 divided by 640, or 21.5, well above 5, so the chi-square approximation is acceptable and Fisher's exact test is not needed.

Output in Required Form

The chi-square statistic with one degree of freedom was 6.56, p = .010. The risk of a repeat visit was 7.1% among those who started buprenorphine and 14.8% among those who did not. The risk ratio was 0.48, 95% confidence interval 0.27 to 0.87. The risk difference was 7.7 percentage points lower in the buprenorphine group, 95% confidence interval 2.6 to 12.7 percentage points lower.

Effect Size First

The effect size is the main result: residents who started buprenorphine in the emergency department had about half the risk of a repeat overdose visit within 30 days, about 8 fewer repeat visits for every 100 residents. The confidence intervals show that the data are compatible with a reduction as small as about a 13% relative reduction or as large as about a 73% relative reduction, and with an absolute reduction between about 3 and 13 percentage points. The p value of .010 says that data like these would be unusual if there were no association in the population, but it says nothing about the size or practical weight of the difference (Wasserstein & Lazar, 2016).

What this page is doingLeading with the risk ratio, risk difference and their intervals, and placing the p value after them, follows current guidance on reporting and earns the interpretation marks.
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Interpretation About the Population

Among Bellamy County residents with a first overdose visit in 2024, starting buprenorphine in the emergency department was associated with a lower risk of returning with another overdose within 30 days. This is consistent with trial evidence: a randomized trial in one urban emergency department found 78% of the patients started on buprenorphine there still in addiction care a month on, against 37% of those simply referred (D'Onofrio et al., 2015).

But this analysis is observational, and the association cannot be read as the effect of buprenorphine. Patients who agreed to start buprenorphine may not resemble those who declined, and the differences could themselves predict a repeat overdose, such as readiness for treatment, housing, or having a phone and a ride to a follow-up appointment. Clinicians may also have offered buprenorphine more often to patients they judged more likely to follow up. Either pattern would make the treatment look more protective than it is. Adjusting for measured differences, such as age, prior visits and insurance, in a regression model would be a next step, but unmeasured differences would remain.

Limitations Specific to These Data

Repeat visits to hospitals outside the county are missed, which could differ by group if those who started treatment were referred to clinics near other hospitals. Deaths within 30 days are not counted as repeat visits, so a patient who died would appear as having no repeat visit; a separate check against death records is needed. Thirty days is a short window, and the association may weaken over longer periods. And the 168 residents who started buprenorphine are a small group, which is why the interval around the risk ratio is wide.

Describing the Groups Before Comparing Them

Before the test, the two groups were described. Residents who started buprenorphine had a mean age of 36.2 years, compared with 38.9 years among those who did not; 61% were men in both groups; and 22% of those who started buprenorphine had a prior overdose visit in 2023, compared with 31% of those who did not. The difference in prior visits matters. A prior visit is itself a risk factor for a repeat visit, and the group that did not start buprenorphine had more of them. Part of the difference in repeat visits could therefore reflect who the groups were rather than what treatment they received. A logistic regression including prior visits, age and insurance would estimate the association with those differences held constant, and is the recommended next step before the result is presented to the county board.

A Reporting Sentence

In a report for the health department, the result would be written as follows: among 640 county residents treated for a first nonfatal opioid overdose in 2024, those who started buprenorphine in the emergency department had a lower risk of a repeat overdose visit within 30 days (7.1% versus 14.8%; risk ratio 0.48, 95% CI 0.27 to 0.87), although differences between the groups in prior overdose history mean the association may overstate any effect of treatment.

What this page is doingWriting the result as a single reportable sentence, with its caveat attached, shows how the analysis should travel beyond the classroom.
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References

D'Onofrio, G., O'Connor, P. G., Pantalon, M. V., Chawarski, M. C., Busch, S. H., Owens, P. H., Bernstein, S. L., & Fiellin, D. A. (2015). Emergency department-initiated buprenorphine/naloxone treatment for opioid dependence: A randomized clinical trial. JAMA, 313(16), 1636-1644. https://doi.org/10.1001/jama.2015.3474

Wasserstein, R. L., & Lazar, N. A. (2016). The ASA statement on p-values: Context, process, and purpose. The American Statistician, 70(2), 129-133. https://doi.org/10.1080/00031305.2016.1154108

What the MPH 515 Week 5 assignment asks for

Week five asks you to carry out and write up a statistical analysis. State the question in population terms. Name your variables and their levels of measurement, and choose a test that fits those levels, explaining why other tests would not. Check the test's assumptions and report the checks. Present the output in the format your section requires, including the test statistic, degrees of freedom and p value. Lead the interpretation with an effect size and its confidence interval rather than the p value alone. Interpret the result for the population, including what the design cannot show. Name limitations specific to your data rather than generic ones.

How this MPH 515 Week 5 example is built

The write-up uses composite data on 640 county residents after a first nonfatal overdose visit in 2024. Exposure and outcome are both two-category variables, so a chi-square test of independence is chosen, with Fisher's exact test named as the alternative if expected counts were small. The smallest expected count, 21.5, is shown. Output gives chi-square 6.56 with one degree of freedom, p = .010, then a risk ratio of 0.48 with an interval of 0.27 to 0.87 and a risk difference of 7.7 points. A table shows the two-by-two data. The interpretation cites the D'Onofrio trial, then explains that patients who accepted treatment differed in prior visits.

MPH 515 Week 5 rubric: what full points look like

The commonest loss in a biostatistics write-up is a p value reported alone: significance declared, with no effect size, no interval and no statement of how large the difference was. A test chosen with no reference to measurement levels is the second frequent weakness. Assumptions that go unchecked, output that omits degrees of freedom or uses the wrong format and interpretations that treat an observational association as an effect also lose points. Strong write-ups name variables and levels, justify the test, check and report assumptions, give output in the required form, lead with effect size and interval, interpret for the population and name limits specific to the data. Groups compared without first being described also cost marks.

MPH 515 Week 5 help from the desk

Statistical write-ups lose marks more often in the writing than in the calculation. If you share your data and the question your instructor set, we can help you identify measurement levels, choose and justify the test, check assumptions and present output in the required format. We can also help you write an interpretation that leads with the effect size and is honest about confounding. Your analysis and its conclusions remain your own. If your section uses particular software, tell us which, and the custom sample can describe the output in that program's layout so you can match your own results to it. We can also help you describe the groups before the test, since differences between them often explain part of an association.

Get a MPH-515 Week 5 example written to your instructions

Send the Week 5 instructions with the dataset, software and reporting format your section requires, and a custom example is worked to that specification and returned inside 24 to 48 hours. The first one is free. Running the analysis yourself is the skill being assessed.

More MPH 515 papers and MPH samples

MPH 515 Week 5 questions, answered

How do I choose the right test?

From the measurement levels of the variables and the number of groups being compared, in that order. Two groups with a continuous outcome, three or more groups, two categorical variables and a paired comparison each point to a different procedure. Writing the levels down before choosing is the habit that prevents most wrong-test errors in this assignment.

What if an assumption is violated?

Report it and say what you did. Options usually include a non-parametric alternative, a transformation, or proceeding with an explicit caveat where the test is robust to that particular violation. What loses marks is running the test and saying nothing, since an instructor checking assumptions will see it and cannot tell whether you looked.

Do I have to include the software output?

Where your section asks for it, yes, and usually in a specified place such as an appendix. Output alone is not a write-up, though, and output omitted where required is an easy loss. The prose reporting is what carries the marks, with the output serving as evidence that the analysis was actually run.

Where can I find a free MPH 515 Week 5 sample paper?

The full MPH 515 Week 5 biostatistics write-up on buprenorphine in the emergency department and repeat overdose visits is on this page.

What effect size does the MPH 515 Week 5 sample report first?

A risk ratio of 0.48, with a 95% interval of 0.27 to 0.87, and a risk difference of 7.7 percentage points, before the p value.