Chapter 14 Flashcards
What does a correlational, ecological, or aggregate study do?
Uses population-level data to examine the relationship between exposure rates and disease rates.
Correlational studies that explore an environmental exposure may be called:
Ecological studies
Why are correlational studies also called aggregate studies?
Because they only look at aggregate, or grouped, population-level data, and they do not include any individual level data.
What type of study are correlational studies?
Secondary study
What is the key to success for correlational studies?
Identifying data sources that contain comparable information about the variables of interest.
What is a requirement of correlational studies?
The topic must not have been previously explored using individual level-data
What is the key statistical measure for correlational studies
Correlation
Most exposures and outcomes used in correlational studies are in the form of:
Population-level statistics
What should be done before conducting a statistical analysis of aggregate data?
The data from each population must be entered into a spreadsheet. Each population should have its own row, and each exposure and outcome should be assigned to its own column.
The correlational study analysis will only be valid if:
The data points are comparable.
What might interfere with the definition of an exposure or a disease from one population to another in a correlational study?
1) Multiple sources of data are used.
2) The data was collected over a lengthy period of time.
On a scatter plot used to illustrate correlation what does each point represent?
One population in the study
What is plotted on the x-axis and the y-axis of a scatterplot for a correlational study?
X-axis: Exposure
Y-axis: Outcome/disease
When all points fall neatly along or a very near a sloped line, the correlation is _______. A positive (upward) slope shows that _____. A negative (downward) slope shows that ____.
Very strong; higher levels of exposure are associated with higher rates of disease; higher levels of exposure are associated with lower rates of disease.
When the points are not exactly linear but a line for trends can be drawn through them, the correlation is ____.
Mild or moderate