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The statement is telling what portion of the total has both of the two specified characteristics.
The statement is describing what portion of a group with a given characteristic also has another characteristic.
The statement is telling what portion of the total has a specified characteristic.
The statement is describing what portion of a group with a given characteristic also has another characteristic.
The statement is describing what portion of a group with a given characteristic also has another characteristic.
The statement is telling what portion of the total has both of the two specified characteristics.
Joint relative frequency.
Conditional relative frequency.
Marginal relative frequency.
Conditional relative frequency.
Conditional relative frequency.
Joint relative frequency.
We are asked to classify each statement as describing a joint, marginal, or conditional relative frequency. To do so, we must remember the following definitions.
The given statement is telling us what portion of the total number of drivers were considered younger and a high accident risk. It is joint relative frequency.
This statement is describing what portion of the older drivers were also considered a high accident risk. This is an example of a conditional relative frequency.
This time, the statement is telling us what portion of the total number of drivers were classified as younger. Because this is only one characteristic, it is a marginal relative frequency.
The next statement describes what portion of respondents who preferred the incumbent were men. This is a portion of a group which also has another characteristic and is, therefore, a conditional relative frequency.
Now, the statement is talking about the portion of women who preferred the challenger. Once again, this is describing a portion of a group with yet another characteristic in common. It is also a conditional relative frequency.
The final statement is telling what portion of the total were men and preferred the challenger. This is a joint relative frequency.