what numbers i can use to make a prime factorization of 50 more that one

Answer 1

To perform a prime factorization of the number 50, you want to express it as a product of prime numbers. The prime factorization of 50 is:

$$50=2\times 5\times 5$$

or equivalently,

$$50=2\times 5^2$$

The prime factors here are 2 and 5.

If you are looking for pairs of numbers that can be multiplied together to yield 50, while also considering their prime factorization, the following factorizations can be expressed:

• $1\times 50$
• $2\times 25$
• $5\times 10$

However, the only prime factorization, in terms of prime numbers, remains $2\times 5^2$ or $2\times 5\times 5$.

If you need more than one way to express the factorizations using the prime factors, you could consider different orders or groupings, but essentially they involve the same primes.