Szorozhatóság
Szorozhatóság, often translated as divisibility, is a fundamental concept in number theory. It concerns the relationship between two integers. An integer 'a' is said to be divisible by another integer 'b' if the division of 'a' by 'b' results in an integer with no remainder. In other words, if there exists an integer 'k' such that a = b * k, then 'a' is divisible by 'b'.
This relationship is often denoted using symbols. For example, if 'a' is divisible by 'b', it can
The concept of divisibility is crucial for understanding prime numbers, composite numbers, greatest common divisors (GCD),