Mathematics
Grade-3-
Easy
Question
Find the quotient.
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)
- 12 ÷ 4 = 3
- 12 ÷ 2 = 6
- 12 ÷ 6 = 2
- 10 ÷ 5 = 2
Hint:
divide the number of yellow flowers by the number of red flowers
The correct answer is: 12 ÷ 4 = 3
12 ÷ 4 = 3
3 is the quotient.
Number of yellow flowers = 12
Number of red flowers = 4
If we divide 12 by 4, we get 12/4 = 3 as the quotient
this is a simple division problem.