Proportion
A proportion is a part-to-whole fraction between 0 and 1, found by dividing the count in a category by the total number of observations.
A proportion rescales a count so that groups of different sizes become comparable, and because it is a part of a whole it can never fall below 0 or rise above 1. In symbols , where (p-hat) is the sample proportion, is the count in the category, and is the sample size; the population version is written . For example, if 45 of 300 students walk to school then , or 15 percent. Proportions carry no units, which is what separates them from rates such as 7 cases per 1,000 people per year.
Where this comes up
- How to Calculate a Confidence Interval (Mean, Proportion)Guide
- One-proportion vs two-proportion z-test setupGuide
- What is a sampling distribution? Mean and proportionGuide
- What is a density curve? Area equals proportionGuide
- How to find p-hat (the sample proportion)Guide
- How to Interpret a Confidence Interval for a ProportionGuide
- AP Stats 3.10: CI for Two ProportionsAP topic
- AP Stats 3.3: Confidence Interval for a ProportionAP topic
76 pages on the site use this term.
More variables and data types terms, or browse the full statistics glossary.