|Cardinal||one hundred eighteen|
(one hundred eighteenth)
|Factorization||2 × 59|
|Divisors||1, 2, 59, 118|
118 is the smallest n such that the range n, n + 1, ... 4n/3 contains at least one prime from each of these forms: 4x + 1, 4x - 1, 6x + 1 and 6x - 1.
Four expressions for 118 as the sum of three positive integers have the same product:
118 is the smallest number that can be expressed as four sums with the same product in this way.
118 is a Leyland number of the second kind.
118!! - 1 is prime
One hundred and eighteen is also: