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*noun:*- An integer precisely divisible by at least one good integer except that it self or 1.

- several this is certainly a the product with a minimum of two numbers besides it self and 1.
- an integer this is certainly divisible without remainder by at least one positive integer besides itself and something
- An integer precisely divisible by at least one positive integer apart from itself or 1.
- several which a the product of at least two numbers except that it self and 1.
- an integer this is certainly divisible without remainder by a minumum of one positive integer aside from itself and something

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*adjective:*- the one which can be divided exactly by lots exceeding unity, as 6 by 2 or 3.

- the one that can be divided precisely by several exceeding unity, as 6 by 2 or 3.

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## Related Sources

**Definition for "composite number"**- An integer precisely divisible by at least one…
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**Antonym for "composite number"**

**Hypernym for "composite number"**

## How would you define composite number?