Пусть P(x), Q(x) — различные многочлены степени 2024 с ненулевыми вещественными коэффициентами. Предположим, что они имеют r общих вещественных корней (с учётом кратности) и s общих коэффициентов. Определите наибольшее возможное значение r+s.
Пусть P(x), Q(x) — различные многочлены степени 2024 с ненулевыми вещественными коэффициентами. Предположим, что они имеют r общих вещественных корней (с учётом кратности) и s общих коэффициентов. Определите наибольшее возможное значение r+s.
BY JustScience | Олимпиадная Математика
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