Example 1 – Making a stem and leaf plotĮach morning, a teacher quizzed his class with 20 geography questions. Not quite getting it? Try some exercises. In stem and leaf plots, tally marks are not required because the actual data are used. If the range of values is too great, the number 23.7 can be rounded up to 24 to limit the number of stems. Where observations are accurate to one or more decimal places, such as 23.7, the stem is 23 and the leaf is 7. If the observed value is 369, then the stem is 36 and the leaf is 9. These will be your leaves.įor example, if the observed value is 25, then the stem is 2 and the leaf is the 5. On the other side of the line, write down the ones (the last digit of a number).Draw a line to the right of these stems.On the left hand side of the page, write down the thousands, hundreds or tens (all digits but the last one).Once you have decided that a stem and leaf plot is the best way to show your data, draw it as follows: Top of Page Tips on how to draw a stem and leaf plot shows how the data are spread-that is, highest number, lowest number, most common number and outliers (a number that lies outside the main group of numbers).looks like a bar graph when it is turned on its side.For example, test results, speeds, heights, weights, etc. Anything that has a decimal point is rounded to the nearest whole number. shows the first digits of the number (thousands, hundreds or tens) as the stem and shows the last digit (ones) as the leaf.The leaf of the number will always be a single digit. The stem of the number includes all but the last digit. Each number in the data is broken down into a stem and a leaf, thus the name. A stem and leaf plot is used to organize data as they are collected.Ī stem and leaf plot looks something like a bar graph. Example 6 – Using stem and leaf plots as graphĪ stem and leaf plot, or stem plot, is a technique used to classify either discrete or continuous variables.
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