Mathematics
Grade-2
Easy
Question
Vinod and Adit are in the same class. The following picture shows the paths they take from the class door to their desks. Use this picture to determine how much longer Adit walked.
![](data:image/png;base64,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)
- 40 meters
- 50 meters
- 35 meters
- 25 meters
Hint: