R Modulo 2. What is the function of modulus? Instead of evaluating the modulo, start with simple divison:
Gauss is regarded as oneof the most influential figures in modern mathematics. In mathematics, the modulo is the remainder or the number that’s left after a number is divided by another value. If a primitive root modulo n exists, then there are exactly φ ( φ ( n )) such primitive roots, where φ is the euler's totient function.
But it was introduced into westernmathematics by german scientist carl friedrich gauss, who also developed thebasis for the number theory.
Instead of evaluating the modulo, start with simple divison: N = 10, r = 2, p = 13 output: Mod is used to adjust the rates accordingly. See full list on calculators.org
Nessun commento:
Posta un commento