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Last updated on June 12th, 2025

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Line Plot

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A line plot is a type of graph that displays data points along a number line using dots or marks to show frequency. It is usually used to represent small sets of data and identify trends. In this topic, we are going to learn more about line plots and how to represent it on graphs.

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What is a Line Plot?

A line plot is a simple graphical representation used to organize and display data along a number line. It is represented by dots or Xs to show the frequency of how each value appears in the data set. 


We commonly use these five types of graphs:
 

  • Simple line plot: It is a simple plot where only one line is drawn. In this plot, the two variables do not depend on each other.
     
  • Multiple line plots: There are usually two or more lines drawn to represent the data. 
     
  • Compound line plot: In this graph, the data is separated into different types. 
     
  • Vertical line plot: Vertical line plots are graphs where each data point is connected to a horizontal axis by a vertical line.
     
  • Horizontal line plot:These are graphs where the horizontal line runs parallel to the surface from each data point.

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Properties of Line Plot

When drawing a line plot, there are some properties that we need to keep in mind. These key properties are:
 

  • We use a number line to plot data. It shows us the units of the graph.
     
  • We use dots and Xs to represent the coordinates/ data values of the dataset.
     
  • In linear plots, straight lines are used to connect the dots to show the expected magnitude between the points.
     
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How to Draw a Line Plot

To create a line plot, there are a few simple steps that we need to follow:
 

 

  • First, we draw a number line and choose a number range that will cover all the data points.
     
  • We then need to label each number with the appropriate values from the dataset.
     
  • Next, we plot the data. For each value in the dataset, we place a dot or an X above the corresponding number. If a number in the dataset is repeated, we stack multiple dots or Xs above the corresponding number.
     
  • Finally, we read the line plot. This means we need to identify the most common and least common values, look for any patterns or gaps in the data.
     
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Importance of Line Plot

Line plots are useful because of their ability to organize, simplify, and visualize data. 
 

  • A simple representation of data: Line plots provide a clear and simple way to show data. This makes it easy for people of all ages to understand how the data is represented.
     
  • Patterns can be identified easily: Line plots help identify patterns in the data, such as gaps or a group of similar data. This makes it much easier to understand the trends and relationships.
     
  • Organizing data: Line plots allow us to organize data in a way that makes it easy for decision-making.
     
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Tips and Tricks to Master Line Plot

Line plots are easy to understand, but it can get confusing for students. So here are a few tips and tricks that students can use to master line plots.
 

Start with the basics: Try to understand what the number line is and how it works. A number line is nothing but a horizontal line where the numbers increase as you move to the right and decrease as you move to the left. It includes both positive and negative numbers extending in both directions of the number line.

Practice with small data sets: Begin practicing with small datasets and once you get comfortable move on to bigger data sets. 

Use Real-life data: Try to practice with real-life data to make plotting more engaging and to get a better understanding of how line plots work in real-life situations.
 

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Common Mistakes and how to avoid them in Line Plot

Students can make mistakes when drawing line plots and representing data. So here are a few common mistakes that students make and ways to avoid them.

Mistake 1

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Incorrectly labeling the number line

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When drawing a number line, students might miss numbers or use an incomplete range. Make sure to label each number with a tick mark, so you can ensure that the range covers all the numbers needed for the dataset

Mistake 2

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Getting line plots confused with line graphs

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Students may sometimes get line plots with line graphs because both contain the word line. Line plots are simple graphs that show the frequency of data along a horizontal line. Line graphs are used to show trends or relationships between two variables represented on a two-axis graph.

Mistake 3

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 Placing the dots incorrectly

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Dots can be placed incorrectly if not checked properly. So students must make sure to place the dots or Xs directly above the correct value.

Mistake 4

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Not taking negative values into consideration

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Students should not assume that the data points are only positive and neglect the negative values. Double-check the data and extend the number line correctly to include negative values as well if needed.

Mistake 5

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Not double-checking the graph

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Students should double-check the graph and make sure the number line is drawn correctly, and the data points are correctly plotted. It is sometimes possible to miss something, so make sure to check the graphs a second time.

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Real-World Applications of Line Plot

Line plots can be really useful when trying to follow changes over a period of time and compare changes between different points. Here are some real-world applications where we use line plots:
 

  • Stock markets: Investors use line plots to track stock prices that occur over time. 
     
  • Growth in population: We use line plots to track population growth in a certain area over a period of time.
     
  • Monitoring heart rate: Hospitals use line plots to display any heart variation over time.
     
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Solved Examples on Line Plots

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Problem 1

The data recorded in a class for its favorite colors are: Red, blue, Red, Green, Blue, Blue, Red, Red, Green

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Red xxxx
Blue xxx
Green xx
 

Explanation

Draw the number and label using the colors red, blue, and green.


Count the frequency and plot accordingly.
 

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Problem 2

The ages of students in a class are recorded as follows 12, 13, 14, 14, 15, 13, 13, 12, 14

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12 xx
13 xxx
14 xxx
15 x
 

Explanation

Draw the number line using the labels 12, 13, 14, and 15


Count the frequency and plot. 
 

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Problem 3

A city records the temperature changes that occurred over a week. The data is as follows: -2, 3, 5, 3, -1, -2, 0

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-2 xx
-1 x
0 x
3 xx
5 x
 

Explanation

Draw the number line and mark the values accordingly for both positive and negative values.

Count the frequency of the temperature and mark accordingly.
 

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Problem 4

A bank account balance over 9 days is as follows: -100, 200, 150, -50, 100, -200, 100, 200, 150

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-200 x
-50 x
100 xxx
150 xx
200 xx
 

Explanation

Draw the number line and label it using negative and positive values within the range of the data.

Plot the data using the data and count the frequencies.
 

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Problem 5

The number of hours a student spends on homework. The data is as follows: 1, 2, 2, 3, 4, 3, 2, 1, 4

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1 xx
2 xxx
3 xx
4 xx
 

Explanation

Draw the number line and mark the labels 1, 2, 3, and 4.


Count the frequency and plot the data points correctly.
 

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FAQs on Line Plot

1.What are the dots and Xs on a line plot?

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2.Can a number have no dots or Xs over it?

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3.Can other symbols be used to represent data in a line plot?

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4.What can be done if there are repeated values?

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5. Can we use line plots for large data sets?

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Jaipreet Kour Wazir

About the Author

Jaipreet Kour Wazir is a data wizard with over 5 years of expertise in simplifying complex data concepts. From crunching numbers to crafting insightful visualizations, she turns raw data into compelling stories. Her journey from analytics to education ref

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Fun Fact

: She compares datasets to puzzle games—the more you play with them, the clearer the picture becomes!

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