What is a line graph?
Are line plots the same thing as a line graph?
What is the difference between a line graph and a bar graph?
Have a go at some of our line graph worksheets.
Find out more below.
A line graph is a graph that has a line joining up individual data points which have been plotted on the graph.
The graph has a scale - usually on the vertical axis, and it may also have a scale on the horizontal axis.
Line graphs are widely used in all kinds of data analysis.
They are a great way to visually look at trends and changes over time.
A line graph is a graph that uses a line to connect the data points. Usually, the vertical axis in a line graph has a scale to show the value of the data points.
A bar graph is a graph which uses bars to show the value of different data points and similar to a line graph, usually has a scale on the vertical axis.
A line plot uses dots or crosses to represent individual data points in discrete categories. Each dot or cross represents one data point, so a scale is not needed.
A line graph is a graph that uses a line to connect the data points. Usually, the vertical axis in a line graph has a scale to show the value of the data points.
It is often quite hard to choose the correct graph to show your data in the most effective way.
Line graphs are often used to display continuous data where each point on the line has some meaning.
They are especially useful for showing trends over a period of time, or for showing how one things changes relative to another.
You would not usually use a line graph for showing discrete data showing different categories on the horizontal axis.
So why is this a GOOD example?
The data points show the distance Frazer traveled during a cycle ride with measurments taken at 15 minute intervals.
In this line graph the inbetween, or intermediate, points do have meaning.
If we look at any point on the line graph then that point shows roughly how far Frazer has traveled at a given amount of time.
The data works well as a line graph because it is continuous and the inbetween points show the time and approximate distance traveled.
So why is this a BAD example?
The data points show the average heights of different trees.
In a line graph the inbetween, or intermediate, points should ideally have some meaning or help to show a trend.
If we look at a point on the line halfway between any two trees, such as the Australian Mountain Ash and the Coast Douglas Fir, the point has no meaning at all and does not show any kind of trend.
There is no trend to see because the trees are all a completely different species.
The data this line graph is showing is NOT continuous and there is no reason to connect the different trees together with a line.
This data would be much better displayed as a bar graph like the one below.
How to 'read' a line graph is a skill which you pick up the more you practice.
Here are a few different examples to help you understand what is a line graph and explanations of what the graph is telling us.
Let's have another look at this line graph and see what the line is telling us..
We can see that in the first hour (60 minutes) Frazer cycled 12 miles.
We can see that between 75 and 90 minutes Frazer did not travel any further, so he must have had a rest, or stopped to fix a flat tyre.
In the second hour, between 60 and 120 minutes, Frazer only managed to travel a further 8 miles.
If we were asked to estimate how far he had cycled in the first 20 minutes, we can use the line to say that he had traveled about 4 miles.
The line graph above, shows the number of Galapagos penguins seen during a penguin survey each year.
Looking at the line graph, we can see:
The line above shows the average gold price per ounce from 2013 to 2023 rounded to the nearest $20.
Looking at the graph, we can see:
We have a range of line graph worksheets from 4th grade and upwards.
Our worksheets involve:
Take a look at some more of our worksheets similar to these.
If you are looking for some more help and support with box plots, then try the link below.
The box plot support page below will help you to learn all about box plots and how they work.
If you want some more help identifying the lower and upper quartiles, then take a look at this page.
The sheets in this section will help you to find the mean, median, mode and range of a set of numbers, including negative numbers and decimals.
There are easier sheets involving fewer data points, and harder ones with more data points.
The sheets in this section will help you to solve problems involving bar graphs and picture graphs.
There are a range of sheet involving reading and interpreting graphs as well as drawing your own graphs.
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