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автора «Ульяна Половинкина Математика» в Дзене 🎦: На конкретных примерах разбираем, как можно найти приближенное значение выражения с помощью производной (дифференциала). Другие видео по...","preview":{"posterSrc":"data:image/png;base64,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автора «Ульяна Половинкина Математика» в Дзене 🎦: Периметр прямоугольника равен 74, а площадь равна 36,5. 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автора «Ульяна Половинкина Математика» в Дзене 🎦: Разбираем решение линейного неравенства из ОГЭ по математике. Задание взято с сайта https://oge.sdamgia.ru Выбирай себе мой курс 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онлайн «Как легко выучить Формулы Приведения» от автора Ульяна Половинкина. Хорошее качество видео без регистрации в бесплатном видеокаталоге 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Хорошее качество видео без регистрации в 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онлайн Видео от Ульяны Половинкиной 1 мин 27 с. Видео от 6 марта 2021 в хорошем качестве, без регистрации в бесплатном видеокаталоге ВКонтакте! 2160 — 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онлайн «Видео от Ульяны Половинкиной» от автора Ульяна Половинкина. 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онлайн Видео от Ульяны Половинкиной 7 с. Видео от 20 июля 2025 в хорошем качестве, без регистрации в бесплатном видеокаталоге ВКонтакте! 1 — 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