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Понятная математика. Техникум и колледж.» в Дзене 🎦: Поддержать автора: https://yoomoney.ru/to/4100118156988006 Нахождение производной функции. Повторение. 2 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автора «Волкова Е.Н. Понятная математика. Техникум и колледж.» в Дзене 🎦: 2 курс. Техникум, колледж. Разбираем примеры нахождения производной сложной функции. Используем 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курс. 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Пример.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"6","reqid":"1765566059392869-13036507157384281751-balancer-l7leveler-kubr-yp-sas-161-BAL","isAdultDoc":false,"relatedParams":{"text":"Найдите площадь фигуры, ограниченной линиями: y=x^2, y=sqrt(-x). Пример 3.","promo":"pumpkin","related_orig_text":"Понятная математика. Техникум и колледж","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Понятная математика. 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Понятная математика. Техникум и колледж.» в Дзене 🎦: 2 курс. Техникум, колледж. Разбираем примеры нахождения производной сложной функции. Используем 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зовут Волкова Екатерина Николаевна. Я преподаватель математики, онлайн репетитор. На этом канале я публикую обучающие видео по математике для студентов СПО (техникумов и колледжей), а также...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"10","reqid":"1765566059392869-1303650715738428175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стереометрии и следствия из них. 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Повторение. 2 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курс "В Последний Вагон" https://vk.com/market-204960455?w=product-204960455_6173376%2Fquery ❗ ❗ Бесплатные материалы https://vk.com/topic-204960455_48028380 🔥Авторские видеокурсы 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правила...","preview":{"posterSrc":"data:image/png;base64,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Единичная числовая окружность. Определение синуса, косинуса, тангенса и котангенса. Знаки тригонометрических функций по четвертям.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"39","reqid":"1765566059392869-13036507157384281751-balancer-l7leveler-kubr-yp-sas-161-BAL","isAdultDoc":false,"relatedParams":{"text":"1 курс СПО. 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официального демонстрационного варианта ВПР СПО 2022 по профильному предмету "Математика" для студентов 1 курса СПО (колледжи, техникумы). Полное решение всех 15 заданий. Все необхо...","preview":{"posterSrc":"data:image/png;base64,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автора «Волкова Е.Н. Понятная математика. Техникум и колледж.» в Дзене 🎦: 10-11 класс. 1 курс. Техникум, колледж. Раздел "Первообразная и интеграл". Контрольная работа по теме...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"41","reqid":"1765566059392869-13036507157384281751-balancer-l7leveler-kubr-yp-sas-161-BAL","isAdultDoc":false,"relatedParams":{"text":"Разбор контрольной работы по теме: «Интеграл и его применение». | Волкова Е.Н. 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