Mathematics
Grade6
Easy
Question
The percent bar graph shows the percent of each type of trading card that is in John’s collection.
![](data:image/png;base64,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)
Identify the type of trading card that represents the mode for the data shown?
- Football
- Hockey
- Soccer
- Baseball
Hint: