Question 136
Determine the number of triples $0 \leq k, m, n \leq 100$ of integers such that
$$
2^{m} n - 2^{n} m = 2^{k}
$$
$$
2^{m} n - 2^{n} m = 2^{k}
$$
MathNet 2016-part-07 — 182 problems (EN–VI) Question 136
Math Olympiad Vault · MathNet 2016-part-07 — 182 problems (EN–VI)