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https://math.answers.com/other-math/How_can_you_determine_whether_a_counting_number_is_a_composite_number

How can you determine whether a counting number is a composite number? - Answers

Start looking for factors; you already know that 1 is a factor, and that the number itself is a second factor (unless the number is 1). As soon as you find a factor that is neither 1 nor the number itself, the number is composite. If you find exactly two factors, the number is prime. If the number has only one factor, the number is 1, which is neither prime nor composite.



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How can you determine whether a counting number is a composite number? - Answers

https://math.answers.com/other-math/How_can_you_determine_whether_a_counting_number_is_a_composite_number

Start looking for factors; you already know that 1 is a factor, and that the number itself is a second factor (unless the number is 1). As soon as you find a factor that is neither 1 nor the number itself, the number is composite. If you find exactly two factors, the number is prime. If the number has only one factor, the number is 1, which is neither prime nor composite.



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https://math.answers.com/other-math/How_can_you_determine_whether_a_counting_number_is_a_composite_number

How can you determine whether a counting number is a composite number? - Answers

Start looking for factors; you already know that 1 is a factor, and that the number itself is a second factor (unless the number is 1). As soon as you find a factor that is neither 1 nor the number itself, the number is composite. If you find exactly two factors, the number is prime. If the number has only one factor, the number is 1, which is neither prime nor composite.

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      Start looking for factors; you already know that 1 is a factor, and that the number itself is a second factor (unless the number is 1). As soon as you find a factor that is neither 1 nor the number itself, the number is composite. If you find exactly two factors, the number is prime. If the number has only one factor, the number is 1, which is neither prime nor composite.

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