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AZ Dictionary

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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Antonym for "composite number"

Hypernym for "composite number"
How would you define composite number?