A box plot, or whisker plot, is a
graphical method for summarizing data distribution through five primary
summary statistics: the minimum, first quartile Q1, median, third quartile Q3, and maximum. This is an essential tool in descriptive statistics and
reveals how spread out or skewed the dataset is and where the outliers might
lie.
Metric | Description |
Maximum | The data point with the highest value |
First Quartile (Q1) | Values contained in the upper 25% of data |
Median (Q2) | The data range's midpoint |
Lower Quartile (Q3) | Values contained in the lower 25% of data |
Minimum | The data point with the lowest value above |
Box plots can help users:
- Summarize Distribution:
They can give a quick overview of how data is spread across its
range.
- Compare Groups: Box
plots side-by-side permit easy comparison
between data sets, such as test scores of classes
or sales between regions. Any points outside the
whiskers are potential
outliers and should be looked into.
- Visualize Variability:
The length of the box and whiskers gives out the range and
variability of data.
Reference: Some of the text in this article has been generated using AI tools such as ChatGPT and edited for content and accuracy.