# Stem –and–Leaf Plots

In this article, we are going to give you more information about the stem and leaf plot and how to draw it.

## What are Stem and Leaf Plots?

Stem and leaf plots additionally are known as stem and leaf diagrams. It’s a way of managing information in a form that makes it simple to see the occurrence of different kinds of values.

It’s a graph showing numerical data assembled in order. Each data value gets broken down into a stem as well as a leaf.

Stem and leaf plots get represented in the form of a special kind of table where each \(1\)^{st} digit or numeral of data value gets split up into a stem and then the final digit of information in a leaf. This ” \(|\) ” symbol is utilized to exhibit stem and leaf values and it’s known as the stem and leaf plot key.

## Related Topics

## How do you Read Stem and Leaf Plots?

A stem and leaf plot key assists in understanding the data values. The stem is shown on the left but a leaf is shown on the right. If the values of the stem and the leaves are combined, you end up with the data values.

How do you Split a Stem and Leaf Plot?

A split stem and leaf plot divides each stem into numerous stems dependent on its occurrence. We put smaller leaves on the \(1\)st part of a split stem and put the bigger leaves on successive stems.

How do you create a Stem and Leaf Plot?

Follow these steps to create a stem and leaf plot.

**Step one:**Examine the info and locate the number of figures. Categorize them as two or three-digit numerals.**Step two:**Install a stem and leaf plot key. For instance, \(2\)**|**\(4 = 24\), as well as \(3\)**|**\(1\) is \(31\).**Step three:**Distinguish the \(1\)st figures as stems and make the final numeral as leaves.**Step four:**Define the data’s range, i.e. the bottom and the top values amongst your data.**Step five:**Create a vertical line. Put the stem on the lefthand column and put the leaf on the righthand column.**Step 6:**Put these stems in the stems column. Organize it in rising order beginning with the lowest possible to the highest.**Step seven:**Plot these leaves in the column compared to the stem from the least to the most horizontally.

## Crucial Notes

Here are a few vital notes related to stem and leaf plots. Be sure to read them!

- If info is plotted using stem and leaf and you place the data next to the brand-new information, we may be able to notice a link between both the data and the frequency of dissemination of information.
- A stem and leaf plot key for \(3\)-digit numbers is characterized via \(2\) digits in a stem as well as \(1\) numeral in a leaf. For instance, \(43\)
**|**\(2\) \(= 432\) - The mean, mode, and median of the provided info are calculated easily by utilizing stem and leaf plots.

### Stem –and–Leaf Plots – Example 1:

Make a stem and leaf plot for the given data*.*

\(42,35,13,22,17,33,25\)

**Solution**:

First, you should arrange data from small to large: \(13,17,22,25,33,35,42\). Draw a stem-and-leaf plot. Note that the stem is the left column and the leaf is the right column. Divide each number into two parts: stem part and leaf part. The “ones'” digit is located in the leaf column. Note if the data is in one digit, we put zero in the stem section.

### Stem –and–Leaf Plots – Example 2:

Make a stem and leaf plot for the given data*.*

\(110,121,135,115,122,136\)

**Solution**:

First, you should arrange data from small to large: \(110,115,121,122,135,136\). Draw a stem-and-leaf plot. Note that the stem is the left column and the leaf is the right column. Divide each number into two parts: stem part and leaf part. The “ones'” digit is located in the leaf column. Note if the data is in one digit, we put zero in the stem section.

## Exercises for Stem –and–Leaf Plots

**Make stem and leaf plots for the given data.**

- \(\color{blue}{54,76,62,56,71,60,45}\)
- \(\color{blue}{170,166,193,182,163,171,195,174}\)

1.

2.

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