A bar graph represents categorical data by using the lengths or heights of bars to show whole-number frequencies, with a labeled scale that may count by 1, 2, 5, or 10. Interpretation involves reading exact values, comparing categories, and solving one- and two-step problems involving totals, differences, and how many more or fewer; more advanced statistical measures and generalized data analysis are not included.
Look at the scale first. The scale tells you what each line or step on the graph means. Then look at where the top of each bar reaches.
Here is a bar graph about students’ favorite fruits. The scale counts by .
Number of students
10 | █
8 | █ █
6 | █ █ █
4 | █ █ █ █
2 | █ █ █ █
0 +-----------------------------
Apples Bananas Grapes Oranges
Problem: How many students chose apples and bananas altogether? How many more students chose oranges than apples?
Add the two values:
So, students chose apples and bananas altogether.
Subtract the smaller number from the larger number:
So, more students chose oranges than apples.
Remember: Read the bar’s height using the graph’s scale, then add or subtract as the question asks.
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