If you multiply 2 prime numbers. the result will never be prime.
A Prime number is one that has no factors except itself and one. The number specified in the question has as factors the 2 prime numbers cited.
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The product of two prime numbers is always a composite number, and it never is a prime number.
No, multiplying a set of numbers can only come out as one product. Therefore, two numbers having the same prime factorization is impossible.
Yes, it is. Any whole number times an even number will be even. This is because whole numbers can be represented as the product of their prime factors. Every even number contains 2 as a prime factor (thereby excluding all even numbers above 2 from being prime.) Additionally, the product of any two numbers is equal to the product of their prime factors. This means that the result of multiplying an even number by a whole number will always have a prime factor of 2, making it an even number.
The product of any number's prime factors will always be the number. The prime factors of 62 are 2 and 31 - the only number which can be produced by multiplying 2 and 31 is 62.
No, the product of two prime numbers is unique.