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Basic Definitions Define the terms given. Observational study

Short Answer

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Answer: An observational study is a research design in which researchers observe and collect data on individuals or groups without manipulating any variables to examine the relationship between them. In an observational study, researchers gather information about participants and variables of interest, such as independent (predictor) and dependent (outcome) variables, and analyze the collected data using statistical methods to identify relationships, patterns, or trends. An example of an observational study is a researcher studying the relationship between obesity and heart disease by collecting data on participants with different obesity levels and tracking the occurrence of heart disease without manipulating the participants' obesity levels.

Step by step solution

01

Define Observational Study

An observational study is a type of research design in which researchers observe and collect data on individuals or groups without manipulating any variables. The primary goal of an observational study is to examine the relationship between variables, not to establish causation.
02

Explain the Components of an Observational Study

Observational studies involve various components such as: 1. Participants: Individuals or groups being studied. 2. Variables: Factors being measured or observed in the study, which can be independent (predictor) or dependent (outcome) variables. 3. Data collection: The process of gathering information about the participants and variables of interest. 4. Data analysis: Using statistical methods to analyze the collected data and ascertain relationships, patterns, or trends among the variables. It's important to note that observational studies are often more susceptible to confounding variables or biases, as researchers don't manipulate the variables, and random assignment isn't used.
03

Provide an Example of an Observational Study

An example of an observational study is a researcher interested in understanding the relationship between obesity and heart disease. In this case, the researcher would collect data on participants/groups with different obesity levels and track the occurrence of heart disease among them. The researchers wouldn't manipulate the participants' obesity levels, but rather observe the natural relationship between obesity and heart disease.

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Key Concepts

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

Research Design in Observational Studies
When we talk about research design, particularly in an observational study, we refer to the blueprint for the collection, measurement, and analysis of data. It's the strategy that researchers lay out to answer specific research questions without the influence of experimental manipulation.

An observational study's design is inherently non-experimental, and it primarily focuses on understanding the 'what' and 'how' of a phenomenon, rather than explaining the 'why'. Unlike in randomized controlled trials, where subjects are assigned to different conditions, observational studies simply record variables as they naturally occur.

It is crucial to design these studies carefully to reduce biases and confounding variables, which can distort the findings. This involves clear definition of the study population, choosing appropriate methods for data collection and analysis, and ensuring ethical standards are maintained throughout the study.
Independent and Dependent Variables
In the context of observational studies, understanding the roles of independent and dependent variables is key to grasping the dynamics at play within the research design.

The independent variable, often called the predictor or explanatory variable, is the factor you suspect might cause an effect. For example, in a study on health, smoking would be an independent variable if you’re exploring its potential impact on lung health.

The dependent variable, or outcome variable, is what you measure in the experiment and what may be affected during the study. Continuing the previous example, the incidence of lung diseases would be the dependent variable as it may change in response to smoking habits.

Identifying these variables allows researchers to observe correlations between them, although, without experimental manipulation, it's not possible to definitively establish causation.
Data Collection Methods
The data collection process is a cornerstone of observational studies. It involves gathering information from or about participants to draw inferences about the population of interest.

Data can be collected through a variety of methods, including:
  • Surveys and questionnaires, which provide subjective data from participants' responses.
  • Observations, which entail recording behaviors or phenomena as they naturally occur.
  • Existing records and documents, including electronic health records or educational transcripts, for existing data that can be analyzed retrospectively.
When designing the data collection process, researchers must consider the relevance and accuracy of the data they gather. This ensures that the subsequent analysis can provide meaningful and reliable results.
Data Analysis Interpretation
After data have been collected in an observational study, they must be scrutinized to identify patterns and draw conclusions. This step is known as data analysis, and it involves using statistical methods to interpret the information gathered.

During the analysis phase, researchers may employ a range of statistical techniques, depending on the nature of their data and the complexity of their research question. Commonly used methods include regression analysis, which can show associations between independent and dependent variables, and t-tests or chi-squared tests for comparing groups.

It's important for researchers to analyze data correctly and account for potential confounders or biases that could affect their findings. This helps to ensure that the results of the study accurately reflect the reality of the variables and relationships observed.

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Most popular questions from this chapter

Physicians depend on laboratory test results when managing medical problems such as diabetes or epilepsy. In a test for glucose tolerance, three different laboratories were each sent \(n_{t}=5\) identical blood samples from a person who had drunk 50 milligrams (mg) of glucose dissolved in water. The laboratory results (in \(\mathrm{mg} / \mathrm{d} \mathrm{l}\) ) are listed here: $$ \begin{array}{lrl} \hline \text { Lab 1 } & \text { Lab 2 } & \text { Lab 3 } \\ \hline 120.1 & 98.3 & 103.0 \\ 110.7 & 112.1 & 108.5 \\ 108.9 & 107.7 & 101.1 \\ 104.2 & 107.9 & 110.0 \\ 100.4 & 99.2 & 105.4 \\ \hline \end{array} $$ a. Do the data indicate a difference in the average readings for the three laboratories? b. Use Tukey's method for paired comparisons to rank the three treatment means. Use \(\alpha=.05 .\)

A randomized block design has \(k=3\) treatments, \(b=6\) blocks, with \(S S T=11.4, S S B=17.1\), and Total \(S S=42.7 . \bar{T}_{A}=21.9\) and \(\bar{T}_{B}=24.2 .\) Construct an ANOVA table showing all sums of squares, mean squares, and pertinent \(F\) -values. Then use this information to answer the questions. Do the data provide sufficient evidence to indicate that blocking was effective? Justify your answer.

The cost of auto insurance varies by coverage, location, and the driving DSI121 record of the driver. The following are estimates of the annual cost for standard coverage as of January 19,2018 for a male driver with \(6-8\) years of experience, driving a Honda Accord \(12,600-15,000\) miles per year with no accidents or violations. \({ }^{4}\) (These are quotes and not premiums.) $$ \begin{array}{lccccc} \hline & \text { All- } & 21 \text { st } & & & \text { State } \\ \text { City } & \text { state } & \text { Century } & \text { Nationwide } & \text { AAA } & \text { Farm } \\ \hline \text { Long Beach } & \$ 3447 & \$ 3156 & \$ 3844 & \$ 3063 & \$ 3914 \\\ \text { Pomona } & 3572 & 3108 & 3507 & 2767 & 3460 \\ \text { San Bernardino } & 3393 & 3110 & 3449 & 2727 & 3686 \\ \text { Moreno Valley } & 3492 & 3300 & 3646 & 2931 & 3568 \\ \hline \end{array} $$ a. What type of design was used in collecting these data? b. Is there sufficient evidence to indicate that insurance premiums for the same type of coverage differs from company to company? c. Is there sufficient evidence to indicate that insurance premiums vary from location to location? d. Use Tukey's procedure to determine which insurance companies listed here differ from others in the premiums they charge for this typical client. Use \(\alpha=.05 .\) e. Summarize your findings.

Find a confidence interval estimate for \(\mu_{1}\) and for the difference \(\mu_{1}-\mu_{2}\) using the information given. Refer to Exercise \(2 . \mathrm{MSE}=6.67\) with 20 degrees of freedom, \(\bar{x}_{1}=88.0\) and \(\bar{x}_{2}=83.9,90 \%\) confidence.

What are the assumptions needed for the results of Tukey's test to be valid?

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