How Many X Can You Find?
Number Theory
Level
5
Find the largest possible value of \(n\), such that there exists \(n\) real numbers \(x_1,...,x_n\) which satisfy \(|x_i-x_j|> \frac{1}{100}(1+x_ix_j)\) for all values of \( i \neq j\).
by
Calvin Lin