Итоговая уровневая работа по математике 10 класс 24-04-2019 СтатГрад Задание 9 Вариант МА00403 (профиль)
№ задачи в базе 1598
а) Решите уравнение б) Найдите все корни этого уравнения, принадлежащие отрезку
Ответ: a) ; б)
Ключевые слова:
10 класс Итоговая уровневая работа по математике 10 класс 24-04-2019 СтатГрад Алгебра Уравнение Тригонометрия
ФИПИ 2024 🔥
ФИПИ 2024 🔥
Примечание:
Итоговая уровневая работа по математике 10 класс 24-04-2019 СтатГрад Задание 9 Вариант МА00403 (профиль)
Графическое Решение
![а) Решите уравнение `2sin^3(x)-2sin(x)+cos^2(x)=0.` б) Найдите все корни этого уравнения, принадлежащие отрезку `[pi; 2.5pi].` 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)
