Problem

Source: Kyiv City MO 2024 Round 1, Problem 9.1

Tags: number theory, algebra



MS_Kekas

29.01.2024 00:27

The difference of fractions $\frac{2024}{2023} - \frac{2023}{2024}$ was represented as an irreducible fraction $\frac{p}{q}$. Find the value of $p$.