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A Stem-and-Leaf Plot is a way of representing quantitative data that shows the frequency distribution of values, similar to a histogram. It is particularly useful for smaller datasets and presents data in a textual, tabular format. Each value is split into a stem (all but the last digit) and a leaf (the last digit).
Example of Splitting Values:
"17" is split into "1" (stem) and "7" (leaf)
"69" is split into "6" (stem) and "9" (leaf)
Example: Suppose 10 writers submitted 100 articles each, and the number of articles with errors per writer is:
16, 25, 47, 56, 23, 45, 19, 55, 44, 27
Stem-and-leaf plot will be:
1 | 69
2 | 357
4 | 457
5 | 56
This example demonstrates the most common case, where values are two-digit numbers and the stem represents the tens place.
1 | 69 2 | 357 4 | 457 5 | 56
Explanation:
Here's how stem-and-leaf plots handle duplicate data points.
3 | 2258 4 | 11579
Explanation:
This example demonstrates stem-and-leaf plots when values contain more than two digits.
11 | 28 12 | 5 13 | 1 14 | 5 15 | 29
Explanation: