Mathematics
Grade-2
Easy
Question
Which subtraction fact is related to the picture?
![](data:image/png;base64,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)
- 10 - 3 = 7
- 10 - 4 = 6
- 10 - 2 = 8
Hint:
Subtraction is a fundamental arithmetic operation of mathematics.
The correct answer is: 10 - 2 = 8
Step 1 of 1:
From picture we can say that
is correct answer
For subtraction of two terms, both term should belong to same unit.