| Course | IHP 515 Population-Based Epidemiology |
|---|---|
| Module | Module 4 |
| Paper type | graduate paper comparing epidemiologic study designs |
| Length | About 1,010 words, 6 pages |
| Format | APA 7 student paper |
| School | Southern New Hampshire University |
| Program | MPH |
| Updated | September 2026 |
Free sample paper for IHP 515 Module 4
Two Ways to Ask One Question: Cohort and Case-Control Designs for Overdose Risk After Jail Release
[Student Name]
Southern New Hampshire University
IHP 515: Population-Based Epidemiology
Module Four Paper
[Instructor Name]
[Date]
Two Ways to Ask One Question: Cohort and Case-Control Designs for Overdose Risk After Jail Release
The descriptive work on overdose deaths in Harlan County found that nearly a quarter of those who died had left jail or prison in the previous year, and few had received medication for opioid use disorder. That raises an analytic question: does release from jail without medication treatment increase the risk of overdose death, compared with release with treatment? This paper designs a cohort study and a case-control study to answer it, calculates illustrative measures of association and compares the designs' strengths, biases and practicality.
The Logic of Cohort Studies
Grimes and Schulz (2002a) explain that cohort studies begin with people who do not yet have the outcome, classify them by exposure and follow them over time to see who develops the outcome. Because exposure is measured before the outcome occurs, the sequence of events is clear. Cohort studies can calculate incidence in exposed and unexposed groups and compare them as a relative risk. They can be prospective, following people into the future, or retrospective, using existing records to reconstruct a cohort from the past. Their weaknesses include cost and time, inefficiency for rare outcomes and loss of participants to follow-up, which can bias results.
A Retrospective Cohort Design
A retrospective cohort could link county jail records for 2019 to 2022 with pharmacy, treatment and death records. The cohort would include all people with opioid use disorder documented at booking who were released during those years. Those who received methadone or buprenorphine before or at release form the treated group; those who did not form the untreated group. Each person would be followed for twelve months after release for overdose death. Suppose 1,200 people meet criteria: 300 treated and 900 untreated. Over twelve months, 4 treated and 36 untreated people die of overdose. Incidence is 4 divided by 300, or 1.3%, in the treated group and 36 divided by 900, or 4.0%, in the untreated group. The relative risk is 4.0 divided by 1.3, or about 3.0: untreated people had three times the risk of death.
The Logic of Case-Control Studies
Schulz and Grimes (2002) describe case-control studies as research in reverse. They begin with people who have the outcome, the cases, and a comparison group without it, the controls, and look backward to compare how often each group was exposed. Because they start from the outcome, case-control studies are efficient for rare outcomes and can examine several exposures at once. They cannot directly measure incidence; instead they estimate the odds ratio, which approximates the relative risk when the outcome is rare. Their main vulnerabilities are selection bias, if controls do not represent the population that produced the cases, and recall or information bias, if exposure is measured differently for cases and controls.
A Case-Control Design
This version would begin by identifying all 60 overdose deaths in the county from 2019 to 2023 among people released from jail in the prior year, the cases, and select 240 controls from the same release records who were alive twelve months after release, matched on release year. Exposure, lack of medication treatment at release, would be determined from the same pharmacy and treatment records for both groups, reducing information bias. Suppose 52 of 60 cases and 150 of 240 controls were untreated. The odds of being untreated among cases are 52 to 8, or 6.5; among controls, 150 to 90, or 1.67. The odds ratio is 6.5 divided by 1.67, or about 3.9.
Table 1. Illustrative Case-Control Results
| Exposure at release | Cases (overdose deaths) | Controls (alive) |
|---|---|---|
| No medication treatment | 52 | 150 |
| Medication treatment | 8 | 90 |
| Total | 60 | 240 |
Note. Odds ratio = (52 x 90) / (8 x 150) = 3.9. Figures are illustrative.
A Classic Example
Doll and Hill (1950) used a case-control design to study smoking and lung cancer, comparing patients with lung cancer in London hospitals with patients admitted for other conditions. They found that lung cancer patients were far more likely to be heavy smokers and that risk rose with the amount smoked. Their study showed how a case-control design could detect a strong association quickly and cheaply, prompting cohort studies that later confirmed the link. The same logic applies here: a case-control study can provide timely evidence while a larger cohort is assembled.
Comparing the Designs
Both illustrative studies point in the same direction, but they differ in practicality and vulnerability. The cohort study directly measures risk and establishes that exposure preceded death, but it requires linking records for everyone released, and people who move out of the county may be lost to follow-up, possibly biasing results if those who leave differ in risk. The case-control study needs fewer records and less time and is well suited to a relatively rare outcome, but its validity depends on choosing controls from the same population as cases and measuring exposure the same way for both.
Confounding
Both designs face confounding. People who receive medication treatment in jail may not resemble untreated people on factors that also shape overdose risk, such as severity of addiction, housing after release or motivation. If sicker people are less likely to be treated, the untreated group's higher risk might partly reflect severity rather than lack of treatment. Grimes and Schulz (2002b) note that confounding can be addressed through matching, stratification or statistical adjustment; this study would adjust for age, sex, prior overdose and housing status where records allow.
Recommendation
For Harlan County, a case-control study is the faster first step, using existing records to produce evidence within months. A retrospective cohort, linking records for all releases, should follow as data systems allow, providing direct estimates of risk that decision makers find easier to interpret.
Both studies will need approval from the health department's data governance committee and agreements with the jail and treatment providers, which should begin now so that data linkage does not delay the work.
Conclusion
Cohort and case-control studies approach the same question from opposite directions, one following exposure to outcome and the other tracing outcome back to exposure. Understanding their logic, measures and biases lets epidemiologists choose the right design for the question and resources at hand.
References
Doll, R., & Hill, A. B. (1950). Smoking and carcinoma of the lung: Preliminary report. BMJ, 2(4682), 739-748. https://doi.org/10.1136/bmj.2.4682.739
Grimes, D. A., & Schulz, K. F. (2002a). Cohort studies: Marching towards outcomes. The Lancet, 359(9303), 341-345. https://doi.org/10.1016/S0140-6736(02)07500-1
Grimes, D. A., & Schulz, K. F. (2002b). Bias and causal associations in observational research. The Lancet, 359(9302), 248-252. https://doi.org/10.1016/S0140-6736(02)07451-2
Schulz, K. F., & Grimes, D. A. (2002). Case-control studies: Research in reverse. The Lancet, 359(9304), 431-434. https://doi.org/10.1016/S0140-6736(02)07605-5
What the IHP 515 Module 4 instructions ask for
The IHP 515 study design assignment usually asks you to explain and compare epidemiologic designs, often by applying them to a research question, and to calculate measures of association. Graduate papers commonly run four to six APA 7 pages. Explain each design's logic, show how you would apply it to your question, calculate the appropriate measure with every step visible and discuss bias and confounding. End with a reasoned recommendation about which design fits your question and resources. Instructors check calculations carefully, so present two-by-two tables and formulas, and make sure you use relative risk for cohorts and odds ratios for case-control studies. IHP 515 graders notice clean headings in IHP 515 papers. IHP 515 names and dates need checking before IHP 515 submission.
How this IHP 515 Module 4 study design paper example is built
This paper designs a retrospective cohort and a case-control study to test whether release from jail without medication for opioid use disorder raises overdose death risk in a composite county. Grimes and Schulz explain each design, and the cohort example yields incidences of 1.3% and 4.0% and a relative risk of about 3.0. The case-control example, shown in a two-by-two table, yields an odds ratio of 3.9. Doll and Hill's lung cancer study illustrates the case-control design's efficiency. The designs are compared on practicality, loss to follow-up and control selection, confounding by addiction severity is addressed and a sequence of both designs is recommended. IHP 515 students can reuse this structure for IHP 515 work. IHP 515 claims here trace to cited IHP 515 sources.
Where the IHP 515 Module 4 rubric puts the points
Study design papers in IHP 515 are typically judged on accurate explanation of designs, appropriate application to the question, correct calculation of measures of association, discussion of bias and confounding, a justified recommendation, scholarly support and APA 7. Strong papers show two-by-two tables, use the correct measure for each design and identify specific biases, such as control selection or loss to follow-up. Papers lose points when they calculate relative risk from case-control data, describe designs generically or ignore confounding. A clear recommendation tied to resources and timing is often credited. IHP 515 marks favor careful formatting across IHP 515 sections. IHP 515 citations keep every IHP 515 argument credible.
IHP 515 Module 4 help: the mistakes that cost points
In IHP 515, design papers often lose points for mixing up relative risk and odds ratios, for calculation errors, for generic descriptions of designs and for skipping confounding. A related weakness is recommending a design without considering cost, time or data availability. Explain each design, apply it to your question, show calculations in tables, discuss bias and confounding and recommend a design with reasons. If your instructor provided data or a specific question, paste them into your IHP 515 notes so the paper works from them. IHP 515 drafts start well from a IHP 515 outline. IHP 515 feedback already received guides IHP 515 revisions.
Get IHP 515 Module 4 written to your instructions
Send the IHP 515 study design prompt and your research question or data. The paper will explain cohort and case-control logic, apply both to your question, calculate the right measures in two-by-two tables, discuss bias and confounding and recommend a design, within 24 to 48 hours, free the first time. The paper above is an original model document written by our desk, not a submitted student paper and not an official Southern New Hampshire University document.
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IHP 515 Module 4 questions, answered
Where can I find a free IHP 515 Module 4 Study Design Paper sample?
Everything is on this page: cohort and case-control designs applied to overdose risk after jail release, with relative risk and odds ratio calculations.
How does a cohort design differ from a case-control design?
A cohort study follows exposed and unexposed people forward to compare outcomes; a case-control study starts with outcomes and looks back at exposure.
How do you calculate an odds ratio?
From a two-by-two table, multiply exposed cases by unexposed controls and divide by unexposed cases times exposed controls.
When is a case-control study the better choice?
When the outcome is rare, resources are limited or results are needed quickly, provided controls come from the same population as cases.
What is confounding?
A mix-up of effects that arises when some other characteristic travels with both the exposure and the outcome, making the link look larger or smaller than it truly is.