no it is a prime number (prime means its multiples are only 1 and itself composite numbers can have multiples of many other things)
No. Consider 2 and all other even numbers. Consider multiples of prime numbers, like 3 and 9.
A prime number has only two factors, one and the number itself. Numbers that are multiples of other numbers greater than one have more than two.
It can be. Since 13 is a prime number, it is relatively prime to all other numbers except for multiples of 13.
181 is a prime number. Prime numbers can't be multiples of three.
No, multiples of prime numbers are composite.
The multiples of any number cannot be prime numbers because such numbers are the product of at least two numbers. Prime numbers, but definition, cannot be cannot be the product of any numbers except itself and one.
Composite numbers are those numbers which are multiples of other numbers other than one and itself. Prime numbers are those numbers wich are not the multiples of other numbers other than one or tne number itself. In case of the number 306,we can say it is a composite number because it is the multiple of 2,3,6 etc which are other than 1 and the number itself that is 306.
no it is a prime number (prime means its multiples are only 1 and itself composite numbers can have multiples of many other things)
2 is a prime number. It is the only even prime number, since other even numbers are multiples of 2.
There is only one even prime number: 2. All other even numbers are multiples of 2, and thus are not prime.
37 is a prime number. All the other numbers in the list are multiples of 3.
No. Consider 2 and all other even numbers. Consider multiples of prime numbers, like 3 and 9.
A prime number has only two factors, one and the number itself. Numbers that are multiples of other numbers greater than one have more than two.
It can be. Since 13 is a prime number, it is relatively prime to all other numbers except for multiples of 13.
All numbers are multiples.
no, because then they would be divisible by the number you multiplied it by.