Question

How to verifiy a number using fundamental theorem of arithmetic?

❌❌no spaming ❌❌​

Answer 1

Step-by-step explanation:

In modern terminology: if a prime p divides the product ab, then p divides either a or b or both.) Proposition 30 is referred to as Euclid's lemma, and it is the key in the proof of the fundamental theorem of arithmetic. Any composite number is measured by some prime number.

Answer 2

$\sf\underline\purple{Answer:-}$

• if a prime p divides the product ab, then p divides either a or b or both.) Proposition 30 is referred to as Euclid's lemma, and it is the key in the proof of the fundamental theorem of arithmetic. Any composite number is measured by some prime number.

hope it helps✌