How to Make Stem and Leaf Plot

How to Make Stem and Leaf Plot

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What is a Stem and Leaf Plot?

A Stem and leaf plot is also called a stem and leaf diagram. It is a method of handling info via a way in which it’s easy to see the existence of various types of values. It is a graph that shows the info arranged in order. Each of the data’s value is broken down into a stem and a leaf.
A Stem and leaf plot gets shown in the form of a particular type of table where as each eleventh digit or numeral of data value is separated into a stem, and then the last digit of info in a leaf. A \(”|”\) symbol is used to show the values of the stem and leaf and it is called the stem and leaf plot key.

How are Stem and Leaf Plots Read?

A stem and leaf plot key helps us understand the data’s values. A stem is displayed on the left, however, a leaf is displayed on the right.  Should the stem and the leave’s value be combined, the data values are what remain.

How are Stem and Leaf Plots Split?

Split stem and leaf plots divide each stem into several stems based on its appearance. You place smaller leaves on the eleventh portion of a split stem as well as place the larger leaves on subsequent stems.

How are Stem and Leaf Plots Created?

Use the following steps for creating stem and leaf plots.

  • Step 1: Study the data and determine the amount of figures. Classify these as \(2\) or \(3\)-digit numbers.
  • Step 2: Put in a stem and leaf plot key. For example, \(2 \ | \ 4 \ = \ 24\), along wtih \(3 \ | \ 1\) is \(31\).
  • Step 3: Establish the first figures as stems, then make the last numbers leaves.
  • Step 4: Determine the range of the data, i.e. the bottom as well as the top values among the data.
  • Step 5: Draw a vertical line. Place the stem on the lefthand column, then place the leaf in the righthand column.
  • Step 6: Place the stems in the stems column. Arrange this in low to high order starting with the least possible to the most possible.
  • Step 7: Plot the leaves in the column as compared to the stem from the lowest to the highest horizontally.

Vital Notes

Here are several important bits of info pertaining to stem and leaf plots. You should definitely read these!

  • If you plot data via stem and leaf as well as put that info next to the new info, you might be able to see a link in-between both the info and the occurrence of the dissemination of info.
  • The stem and leaf plot key for three-digit numbers is shown using two digits in a stem along with one numeral in a leaf. For example, \(43 \ | \ 2 \  = \ 432\).
  • The mode, mean, and median of the available data get determined simply by using a stem and leaf plot.

Free printable Worksheets

Exercises for Stem And Leaf Plot

1) Make stem and leaf plots for the given data: \(22, \ 25, \ 27, \ 27, \ 33, \ 32, \ 36, \ 38, \ 45, \ 47, \ 49, \ 49\)

2) Make stem and leaf plots for the given data: \(7, \ 5, \ 8, \ 9, \ 12, \ 15, \ 17, \ 17, \ 18, \ 25, \ 27, \ 22\)

3) Make stem and leaf plots for the given data: \(11, \ 12, \ 12, \ 15, \ 11, \ 23, \ 21, \ 25, \ 29, \ 26, \ 25, \ 22\)

4) Make stem and leaf plots for the given data: \(33, \ 37, \ 31, \ 38, \ 39, \ 37, \ 45, \ 47, \ 48, \ 45, \ 42, \ 43\)

5) Make stem and leaf plots for the given data: \(55, \ 56, \ 57, \ 55, \ 61, \ 62, \ 65, \ 62, \ 75, \ 77, \ 76, \ 76\)

6) Make stem and leaf plots for the given data: \(39, \ 37, \ 33, \ 37, \ 46, \ 44, \ 46, \ 43, \ 55, \ 53, \ 57, \ 58\)

7) Make stem and leaf plots for the given data: \(69, \ 67, \ 63, \ 67, \ 79, \ 75, \ 79, \ 72, \ 86, \ 83, \ 89, \ 88\)

8) Make stem and leaf plots for the given data: \(82, \ 83, \ 83, \ 84, \ 87, \ 94, \ 91, \ 95, \ 93, \ 98, \ 93, \ 97\)

9) Make stem and leaf plots for the given data: \(2, \ 7, \ 3, \ 4, \ 3, \ 14, \ 18, \ 15, \ 13, \ 11, \ 13, \ 17\)

10) Make stem and leaf plots for the given data: \(9, \ 7, \ 3, \ 7, \ 19, \ 15, \ 19, \ 12, \ 36, \ 33, \ 39, \ 38\)

 

1) Make stem and leaf plots for the given data: \(22, \ 25, \ 27, \ 27, \ 33, \ 32, \ 36, \ 38, \ 45, \ 47, \ 49, \ 49\)

\(\color{red}{Stem}\) \(\color{red}{Leaf}\)
\(\color{red}{2}\) \(\color{red}{2, \ 5, \ 7, \ 7}\)
\(\color{red}{3}\) \(\color{red}{2, \ 3, \ 6, \ 8}\)
\(\color{red}{4}\) \(\color{red}{5, \ 7, \ 9, \ 9}\)

2) Make stem and leaf plots for the given data: \(7, \ 5, \ 8, \ 9, \ 12, \ 15, \ 17, \ 17, \ 18, \ 25, \ 27, \ 22\)

\(\color{red}{Stem}\) \(\color{red}{Leaf}\)
\(\color{red}{0}\) \(\color{red}{5, \ 7, \ 8, \ 9}\)
\(\color{red}{1}\) \(\color{red}{2, \ 5, \ 7, \ 7, \ 8}\)
\(\color{red}{2}\) \(\color{red}{2, \ 5, \ 7}\)

3) Make stem and leaf plots for the given data: \(11, \ 12, \ 12, \ 15, \ 11, \ 23, \ 21, \ 25, \ 29, \ 26, \ 25, \ 22\)

\(\color{red}{Stem}\) \(\color{red}{Leaf}\)
\(\color{red}{1}\) \(\color{red}{1, \ 1, \ 2, \ 2, \ 5}\)
\(\color{red}{2}\) \(\color{red}{1, \ 2, \ 3, \ 5, \ 5, \ 6, \ 9}\)

4) Make stem and leaf plots for the given data: \(33, \ 37, \ 31, \ 38, \ 39, \ 37, \ 45, \ 47, \ 48, \ 45, \ 42, \ 43\)

\(\color{red}{Stem}\) \(\color{red}{Leaf}\)
\(\color{red}{3}\) \(\color{red}{1, \ 3, \ 7, \ 7, \ 8, \ 9}\)
\(\color{red}{4}\) \(\color{red}{2, \ 3, \ 5, \ 5, \ 7, \ 8}\)

5) Make stem and leaf plots for the given data: \(55, \ 56, \ 57, \ 55, \ 61, \ 62, \ 65, \ 62, \ 75, \ 77, \ 76, \ 76\)

\(\color{red}{Stem}\) \(\color{red}{Leaf}\)
\(\color{red}{5}\) \(\color{red}{5, \ 5, \ 6, \ 7}\)
\(\color{red}{6}\) \(\color{red}{1, \ 2, \ 2, \ 5}\)
\(\color{red}{7}\) \(\color{red}{5, \ 6, \ 6, \ 7}\)

6) Make stem and leaf plots for the given data: \(39, \ 37, \ 33, \ 37, \ 46, \ 44, \ 46, \ 43, \ 55, \ 53, \ 57, \ 58\)

\(\color{red}{Stem}\) \(\color{red}{Leaf}\)
\(\color{red}{3}\) \(\color{red}{3, \ 7, \ 7, \ 9}\)
\(\color{red}{4}\) \(\color{red}{3, \ 4, \ 6, \ 6}\)
\(\color{red}{5}\) \(\color{red}{3, \ 5, \ 7, \ 8}\)

7) Make stem and leaf plots for the given data: \(69, \ 67, \ 63, \ 67, \ 79, \ 75, \ 79, \ 72, \ 86, \ 83, \ 89, \ 88\)

\(\color{red}{Stem}\) \(\color{red}{Leaf}\)
\(\color{red}{6}\) \(\color{red}{3, \ 7, \ 7, \ 9}\)
\(\color{red}{7}\) \(\color{red}{2, \ 5, \ 9, \ 9}\)
\(\color{red}{8}\) \(\color{red}{3, \ 6, \ 8, \ 9}\)

8) Make stem and leaf plots for the given data: \(82, \ 83, \ 83, \ 84, \ 87, \ 94, \ 91, \ 95, \ 93, \ 98, \ 93, \ 97\)

\(\color{red}{Stem}\) \(\color{red}{Leaf}\)
\(\color{red}{8}\) \(\color{red}{2, \ 3, \ 3, \ 4, \ 7}\)
\(\color{red}{9}\) \(\color{red}{1, \ 3, \ 3, \ 4, \ 5, \ 7, \ 8}\)

9) Make stem and leaf plots for the given data: \(2, \ 7, \ 3, \ 4, \ 3, \ 14, \ 18, \ 15, \ 13, \ 11, \ 13, \ 17\)

\(\color{red}{Stem}\) \(\color{red}{Leaf}\)
\(\color{red}{0}\) \(\color{red}{2, \ 3, \ 3, \ 4, \ 7}\)
\(\color{red}{1}\) \(\color{red}{1, \ 3, \ 3, \ 4, \ 5, \ 7, \ 8}\)

10) Make stem and leaf plots for the given data: \(9, \ 7, \ 3, \ 7, \ 19, \ 15, \ 19, \ 12, \ 36, \ 33, \ 39, \ 38\)

\(\color{red}{Stem}\) \(\color{red}{Leaf}\)
\(\color{red}{0}\) \(\color{red}{3, \ 7, \ 7, \ 9}\)
\(\color{red}{1}\) \(\color{red}{2, \ 5, \ 9, \ 9}\)
\(\color{red}{3}\) \(\color{red}{3, \ 6, \ 8, \ 9}\)

Stem and Leaf Plot Quiz