Divisors of a natural number n are all the numbers that can divide n without leaving a remainder. In other words, they are the factors of n.
To find the divisors of a natural number n, you can simply list all the numbers that divide n without leaving a remainder. Alternatively, you can use a mathematical formula such as the prime factorization method or the trial division method.
The divisors of a natural number n are the products of its prime factors. In other words, the divisors of n are the combinations of its prime factors.
The total number of divisors of a natural number n is equal to the number of combinations of its prime factors plus one. For example, if n=12, its prime factors are 2, 2, and 3. Therefore, the total number of divisors is (2+1)(2+1)=9.
The number of divisors of a natural number n is equal to the product of adding one to each exponent in its prime factorization. For example, if n=12, its prime factorization is 2^2 x 3^1. Therefore, the number of divisors is (2+1)(1+1)=6.