115
This number is a composite.
115 (or 5! - 5) is the smallest composite number of the form p! - p,
where p is prime. [Bakker]
115 = 23 x (2 + 3). [Sladcik]
The smallest integer n, in which pi(n) occurs at the nth decimal place of π. [Wu]
The smallest three-digit integer, abc, such that (abc)/(a*b*c) is also prime. [Patterson]
An emirpimes, ending with the smallest emirpimes. It implies that two emirpimes can be found in its reversal. [Capelle]
π(115) = (1*1*5)^1 + (1*1*5)^2. [Bervaye]
115 = (1+1+5) * prime(1+1+5) - π(1+1+5) is the only number with this property. [Firoozbakht]
The smallest composite number of the form 6p+1 where p is
prime. [Silva]
Printed from the PrimePages <t5k.org> © G. L. Honaker and Reginald McLean