Assertion: prime number's factor | /r/HasProperty | prime number
Facets:
value: from each other
type: OTHER
Source sentences:
text: As you can see, every factor is a prime number, so the answer must be right.
text: Hence, a prime number has one prime factor.
text: And that is as far as we need to go, because all the factors are prime numbers.
text: Distinct prime factors are the prime factors that are distinct (or different) from each other.
text: a factor is a factor , a prime number is a prime number, but a prime factor is a factor which is a prime number.
text: a factor is a factor , a prime number is a prime number, but a prime factor is a factor which is a prime number.
text: a factor is a factor , a prime number is a prime number, but a prime factor is a factor which is a prime number.
text: Every factor of 12 is now a prime number, which can be written as: 2 x 2 x 3 = 12.
text: a factor is a factor , a prime number is a prime number, but a prime factor is a factor which is a prime number.
text: a factor is a factor , a prime number is a prime number, but a prime factor is a factor which is a prime number.
text: a factor is a factor , a prime number is a prime number, but a prime factor is a factor which is a prime number.
text: If they don't, remind them that the prime factorization of a number means all the factors must be prime and 9 is not a prime number.
text: If they don't, remind them that the prime factorization of a number means all the factors must be prime and 9 is not a prime number.
text: To find what prime numbers are factors of 72, start with any two factor pairs of 72 and keep factoring the composite numbers until all the factors are prime.
text: Prime factors are the prime numbers that are multiplied together to result in the product.