Divisors Calculator

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Divisors of the number 28164213: 1, 3, 7, 9, 11, 19, 21, 23, 27, 31, 33, 57, 63, 69, 77, 93, 99, 133, 161, 171, 189, 207, 209, 217, 231, 253, 279, 297, 341, 399, 437, 483, 513, 589, 621, 627, 651, 693, 713, 759, 837, 1023, 1197, 1311, 1449, 1463, 1767, 1771, 1881, 1953, 2079, 2139, 2277, 2387, 3059, 3069, 3591, 3933, 4123, 4347, 4389, 4807, 4991, 5301, 5313, 5643, 5859, 6417, 6479, 6831, 7161, 7843, 9177, 9207, 11799, 12369, 13167, 13547, 14421, 14973, 15903, 15939, 19251, 19437, 21483, 23529, 27531, 33649, 37107, 39501, 40641, 43263, 44919, 45353, 47817, 54901, 58311, 64449, 70587, 82593, 94829, 100947, 111321, 121923, 129789, 134757, 136059, 149017, 164703, 174933, 211761, 284487, 302841, 365769, 408177, 447051, 494109, 853461, 908523, 1043119, 1224531, 1341153, 1482327, 2560383, 3129357, 4023459, 9388071, 28164213

Number of divisors: 128

The sum of its divisors: 58982400



Input a positive integer and this calculator will calculate:
• the complete list of divisors of the given number
• the sum of its divisors,
• the number of divisors

What is a divisor?

If we have a natural number p, then the number q is a divisor of the number p if it is true that it divides it without a remainder. So there is a natural number k such that k*q=p. The number p is also called the divisor, q is the divisor, and k is the quotient. Every natural number has at least two divisors. The number 1 (one) and itself, because 1*p=p*1=p. They are called trivial divisors. The number 0 (zero) is not a natural number but has infinitely many divisors - all numbers except zero. The set of divisors can be calculated for all natural numbers. The usual procedure is to prime factorization the number p and obtain the divisors as a product of permutations of the prime factors. The list of divisors can also be obtained for small numbers by dividing the number p by numbers from 1 to the square root of p. Divisors have many uses in mathematics.