83333333333

83333333333 is the decimal representation of the integer eighty-three billion three hundred thirty-three million three hundred thirty-three thousand three hundred thirty-three. The digits consist of an initial 8 followed by ten 3s, a pattern sometimes noted for its repetition of a single digit.

Numerical characteristics

The number is odd, as it ends in 3. The sum of its digits is 38, so it is not divisible by 3 or 9. It is not divisible by 2 or 5. Quick divisibility checks for small primes such as 7, 11, and 13 yield remainders that show it is not divisible by those primes (for example, modulo 7 it leaves a remainder of 5). The magnitude places it between 2^36 and 2^37, so it requires 37 binary digits to represent.

Representations and context

In scientific notation, it is approximately 8.3333333333 × 10^10. The decimal form uses only two distinct digits, 8 and 3, which can be of interest in studies of digit patterns and numerical aesthetics. There is no widely recognized mathematical constant or notable theorem specifically associated with this exact number.

Applications and see also

The number may appear in computational examples, data samples, or digit-pattern experiments, but it does not have a widely cited special status. See also: large numbers, digit patterns, decimal representation, number theory basics.