Upper and Lower Limits Quartile Calculator
Upper and lower limits quartile are crucial in statistical analysis, helping to understand the spread and distribution of data. This calculator helps you find these quartiles quickly and easily.
- Enter your data, separated by commas.
- Select the quartile you want to calculate (Lower Limit, Median, or Upper Limit).
- Click ‘Calculate’.
The formula for quartiles is based on the order statistics of the data set. For the nth quartile (Qn), the formula is:
Qn = (n * (Xmax – Xmin) + (n – 1) * Xmin) / (3 * n – 1)
| Data Set | Lower Limit (25th) | Median (50th) | Upper Limit (75th) |
|---|
- Quartiles help identify outliers and skewness in data.
- They are used in box plots to visualize data distribution.
- Be careful when interpreting quartiles in small data sets.
What are quartiles?
Quartiles are values that divide a data set into four equal parts.
For more information, see Statistics New Zealand and Penn State University.