Mathematics
Grade-1
Easy
Question
Each jar has 10 blocks. Find the total blocks.
![](data:image/png;base64,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)
- 30
- 40
- 79
- 20
Hint:
Multiplication is method of finding the product of two or more numbers.
The correct answer is: 30
Here, there are some jars and each jar contain 10 blocks. We have to find the total number of blocks.
Number of blocks in each jar =10.
Total number of jars = 3.
So, total number of blocks = 10×3 = 30.
hence, the correct option is
Multiplication is repetitive addition. So, we could just add 10 3 times.