5499

5499 is a positive integer. It sits between 5498 and 5500 in the natural number sequence. It is an odd, composite number with a prime factorization of 3^2 × 13 × 47.

Because the sum of its digits is 27, 5499 is divisible by 9 and by 3, but not by 27. In fact, 5499 = 9 × 611, and 611 = 13 × 47.

In modular arithmetic, 5499 is congruent to 3 modulo 4, and modulo 11 it is congruent to −1. In other bases, its representations are: binary 1010101111011, octal 12573, and hexadecimal 0x157B.

The digit sum property yields a digital root of 9, making 9 the repeated sum of digits. It is not a Harshad (Niven) number in base 10, since it is not divisible by 27, the sum of its digits.

Beyond basic arithmetic, 5499 does not correspond to a widely cited mathematical constant or a small prime in well-known sequences; it is primarily encountered as a representative composite integer in number theory examples and computational exercises.