Mathematics
Grade-3-
Easy
Question
_______toy ducks are divided equally into _____ groups.
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)
- 12, 3
- 14, 2
- 12, 4
- 20, 5
The correct answer is: 12, 3
Total ducks = 12
One group = 4 ducks
12 ÷ 4 = 3
12 ducks are divided into 3 groups.
From the figure, we can count that there are 12 ducks which have been divided equally into 3 groups. Each group consists of 4 ducks each.