{x, y} = {3, 5}.
To factorise is to find the numbers that divide into the original number by only using prime numbers. For example factorise 20 = 2 times 2 times 5
All numbers except primes themselves can be written as a multiple of two or more primes. So you just need to try dividing the number by prime numbers. Trying 13 gives 1001 = 13*77 = 13*7*11. 13, 7 and 11 are all prime numbers, so you know you have found the unique prime factorization of 1001.
97 is a prime number - therefore the only answer is 97 & 1
37 is a Prime number, so 1 x 37 is the only equation using whole numbers that can produce 37.
140
A prime number times a prime number is a composite number. Since prime numbers, except for 2, are odd numbers, a prime number times a prime number is usually an odd number. It will only be an even number if one of the prime numbers is 2. A prime number times a prime number will be a number with four factors unless both prime numbers are the same, in which case it will be a square number with only three factors.
number of prime numbers which are in the seven times tables: 1 prime numbers are in the seven times tables: 7 only
Any number, including prime numbers, can be multiplied by 1.
Yes, this is called their prime factorization.
2 is the only prime even number, as prime numbers go into itself and 1. Even numbers tend to have, at the very least, 1 times itself and 2 times one-half of itself.
the two prime numbers will be factors of that number, which would make that number a composite number
The product of two prime numbers can never be another prime number, the numbers that you multiplied are factors of the product. (example, 9 times 5 is 45, 9 and 5 go into 45)
No because prime numbers have only two factors.
There is only one even prime number, the number 2.
Factors that are prime are usually numbers that you can only times by one and itself to get that number as the answer. example: 17 is a prime number because you can only times one and itself to get 17.
Each prime factor will appear an even number of times.
Neither of the numbers you quote is a prime number, so no, it isn't.