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Since 1976 the Nurses' Health Study has followed more than 100,000 nurses. Every two years, the nurses fill out a questionnaire about their habits and their health. Results from this study indicated that postmenopausal women have a reduced risk of heart disease if they take a hormone replacement drug. a. Suppose the hormone-replacement drug actually has no effect. Identify a potential lurking variable that could explain the results of the observational study. (Hint: Suppose that the women who took the drug tended to be more conscientious about their personal health than those who did not take it.) b. Recently a randomized experiment called the Women's Health Initiative was conducted by the National Institutes of Health to see whether hormone therapy is truly helpful. The study, planned to last for eight years, was stopped after five years when analyses showed that women who took hormones had \(30 \%\) more heart attacks. This study suggested that rather than reducing the risk of heart attacks, hormone replacement drugs actually increase the risk. \({ }^{3}\) How is it that two studies could reach such different conclusions? (For attempts to reconcile the studies, see a story by Gina Kolata in The New York Times, April 21, 2003.) c. Explain why randomized experiments, when feasible, are preferable to observational studies.

Short Answer

Expert verified
Lurking variables like health consciousness can skew observational studies. Randomized experiments provide more reliable conclusions due to improved control over confounding variables.

Step by step solution

01

Understand the Study Context

To solve this question, understand that the Nurses' Health Study is an observational study based on self-reported data from nurses about their lifestyle and health habits, particularly focused on postmenopausal hormone replacement therapy. The study suggests a reduction in heart disease risk among users of the therapy.
02

Identify Lurking Variables (Part a)

A potential lurking variable could be the overall health consciousness of the women taking hormone-replacement drugs. These women may engage in other health-positive behaviors such as regular exercise, balanced diet, and regular health check-ups, which could contribute to a reduced risk of heart disease, confounding the study results.
03

Compare Study Results (Part b)

Two studies—the Nurses' Health Study (observational) and the Women's Health Initiative (randomized experiment)—may have different conclusions due to methodology. The observational study's results could be skewed by confounding variables, while the randomized experiment minimizes these effects and provides more reliable conclusions. In this case, the randomized study indicated increased heart attack risks, contrary to the observational study.
04

Explain the Superiority of Randomized Experiments (Part c)

Randomized experiments are preferable because they assign participants to treatment or control groups randomly, eliminating the influence of lurking variables and providing a clearer causal relationship between the treatment and its effects. This leads to more reliable and valid conclusions compared to observational studies.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Randomized Experiment
A randomized experiment is a powerful method used to determine cause-and-effect relationships. Here, participants are randomly assigned to either a treatment group or a control group. By random assignment, this method ensures that each participant has an equal chance of receiving the treatment, which helps eliminate biases.
This approach is considered the gold standard in research for a few important reasons:
  • It controls for both known and unknown variables, which might affect the outcome.
  • By isolating the treatment's effect, any differences in results between groups can be attributed more confidently to the treatment itself.
  • The randomization process helps to distribute lurking variables evenly across the groups.
This means that randomized experiments, unlike observational studies, offer clearer insight into whether a treatment actually causes an effect, making the results more reliable for decision-making in healthcare and policy. The Women's Health Initiative is an example of such a study, showing the risks associated with hormone replacement therapy more clearly than observational methods could.
Lurking Variable
A lurking variable is an unobserved variable that influences the outcome of a study by affecting both the independent and dependent variables. This kind of variable can introduce bias or confounding variables, which are distorted associations between studied factors.
In the context of the Nurses' Health Study, an observational study, a key lurking variable could be the overall health consciousness of women taking hormone replacements. These individuals might also engage in other heart-healthy practices, such as:
  • Maintaining a balanced diet.
  • Exercising regularly.
  • Attending routine health check-ups.
This health consciousness could result in lower heart disease incidence, independent of the hormone therapy itself. As a result, observational studies might attribute the reduced heart disease risk to hormone replacement therapy inaccurately. Ignoring lurking variables can lead to incorrect conclusions, which is why understanding their influence is crucial in research.
Causal Relationship
Establishing a causal relationship means showing that one event is the cause of another event. In scientific research, it is important to demonstrate that changes in the independent variable directly result in changes in the dependent variable.
Randomized experiments are particularly useful for this because they remove confounding variables through random assignment. Here's how such experiments can establish causal relationships clearly:
  • Randomization helps ensure that any differences seen between groups are due to the treatment and not other factors.
  • Controlling the environment prevents external variables from influencing the outcome.
  • Clear definitions of independent and dependent variables allow researchers to see direct connections between them.
In the case of hormone therapy research, the Women's Health Initiative's randomized approach revealed a clearer, and contrary, view to the observational studies. They discovered increased risks for heart attacks, establishing a stronger and more direct causal link between hormone therapy and heart health.

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Most popular questions from this chapter

There have been anecdotal reports of the ability of duct tape to remove warts. In an experiment conducted at the Madigan Army Medical Center in the state of Washington (Archives of Pediatric and Adolescent Medicine \(2002 ; 156: 971-974)\), 51 patients between the ages of 3 and 22 were randomly assigned to receive either duct-tape therapy (covering the wart with a piece of duct tape) or cryotherapy (freezing a wart by applying a quick, narrow blast of liquid nitrogen). After two months, the percentage successfully treated was \(85 \%\) in the duct tape group and \(60 \%\) in the cryotherapy group. a. Identify the response variable, the explanatory variable, the experimental units, and the treatments. b. Describe the steps of how you could randomize in assigning the 51 patients to the treatment groups.

Observational versus experimental study \(\quad\) Without using technical language, explain the difference between observational and experimental studies to someone who has not studied statistics. Illustrate with an example, using it also to explain the possible weaknesses of an observational study.

Systematic sampling A researcher wants to select \(1 \%\) of the 10,000 subjects from the sampling frame. She selects subjects by picking one of the first 100 on the list at random, skipping 100 names to get the next subject, skipping another 100 names to get the next subject, and so on. This is called a systematic random sample. a. With simple random sampling, (i) every subject is equally likely to be chosen, and (ii) every possible sample of size \(n\) is equally likely. Indicate which, if any, of (i) and (ii) are true for systematic random samples. Explain. b. An assembly-line process in a manufacturing company is checked by using systematic random sampling to inspect \(2 \%\) of the items. Explain how this sampling process would be implemented.

An agricultural field experiment was conducted by Bo D. Pettersson in the Nordic Research Circle for Biodynamic Farming in Järna, Sweden, which began in 1958 and lasted until \(1990 .\) The field experiment included eight different fertilizer treatments with a primary focus on aspects of soil fertility. Treatments were assigned to subplots with identical specifications. During the time, the yield increased in all treatments but the organic treatments resulted in a higher soil fertility. Identify the (a) response variable, (b) explanatory variable, (c) experimental units, and (d) treatments and (e) explain what it means to say "the organic treatments resulted in a higher soil fertility".

When either type of study is feasible, an experiment is usually preferred over an observational study. Explain why, using an example to illustrate. Also explain why it is not always possible for researchers to carry out a study in an experimental framework. Give an example of such a situation.

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