MathDB
Problem 2 - Juniors

Source: 24-th Hellenic Mathematical Olympiad

April 16, 2007
modular arithmeticnumber theory proposednumber theory

Problem Statement

If nn is is an integer such that 4n+34n+3 is divisible by 11,11, find the form of nn and the remainder of n4n^{4} upon division by 1111.