Aime 2024 I Problems
Aime 2024 I Problems. 2024 aime i answer key. For integer n such that p 2 ∣ n 4 + 1, we have p ∣ n 4 + 1, hence p ∤ n 4 − 1,.
384 385 (see below) 13. Therefore, we solve the following constrained optimization problem:
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Aime 2024 I Problems. 2024 aime i answer key. For integer n such that p 2 ∣ n 4 + 1, we have p ∣ n 4 + 1, hence p ∤ n 4 − 1,.
384 385 (see below) 13. Therefore, we solve the following constrained optimization problem: