Quintile: Difference between revisions
imported>Bruce M. Tindall (big cleanup) |
imported>Subpagination Bot m (Add {{subpages}} and remove any categories (details)) |
||
| Line 1: | Line 1: | ||
{{subpages}} | |||
In [[descriptive statistics]], '''quintile''' is the value that divide a frequency distribution into five equal parts, each containing approximately a fifth of the sample distribution. | In [[descriptive statistics]], '''quintile''' is the value that divide a frequency distribution into five equal parts, each containing approximately a fifth of the sample distribution. | ||
People also use quintile as a division in a sample. For example, the '''first quintile''' is the point with one fifth of the data below it after ranking all the datas. As one can see here, a quintile will contains approximately 1/5 of the datas as the total number of observations is not necessarily [[divisible by]] 5. | People also use quintile as a division in a sample. For example, the '''first quintile''' is the point with one fifth of the data below it after ranking all the datas. As one can see here, a quintile will contains approximately 1/5 of the datas as the total number of observations is not necessarily [[divisible by]] 5. | ||
Revision as of 15:12, 13 November 2007
| The metadata subpage is missing. You can start it via filling in this form or by following the instructions that come up after clicking on the [show] link to the right. | |||
|---|---|---|---|
|
In descriptive statistics, quintile is the value that divide a frequency distribution into five equal parts, each containing approximately a fifth of the sample distribution.
People also use quintile as a division in a sample. For example, the first quintile is the point with one fifth of the data below it after ranking all the datas. As one can see here, a quintile will contains approximately 1/5 of the datas as the total number of observations is not necessarily divisible by 5.