Mathematics
Grade-1
Easy
Question
Count the bundles and choose the correct number name
![](data:image/png;base64,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)
- Sixty
- Seventy
- Fifty
- Eighty
Hint:
When a number is written in words, it is called number name.
The correct answer is: Fifty
Here, we have to count the bundles and select the number name.
Each bundle contains 10 object.
Total number of bundles = 5 .
= 5 × 10
= 50 .
Number name of 50 = fifty.
Hence, the correct option is (d).
There are many ways to represent a number such as number name, Roman numeral, hexadecimal system, etc.