Mathematics
Grade-1
Easy
Question
Count the jelly beans by 10s.
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)
- 50
- 60
- 30
- 80
Hint:
10s means adding ten to previous number or jump by 10.
The correct answer is: 50
Here, we have to count the jelly beans by 10s.
Total number of groups = 5 .
Start by 10s = 10 , 20 , 30 , 40 , 50 .
Therefore, 5 tens = 50 .
Hence, the correct option is (c).
Counting numbers are the set of numbers that we used to count anything.