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автора «Высшая математика в примерах» в Дзене 🎦: Пример решения задания по теории вероятностей на тему испытания Бернулли, формула Бернулли 4. 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онлайн «Видео от Высшая математика в примерах» от автора Высшая математика в примерах. Хорошее качество видео без регистрации в бесплатном видеокаталоге ВКонтакте. 42 — просмотрели, 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задания на тему производная функции. Дифференциал. Пример решения, вычислить производную y′ функции y=(x^2−9)^3√x пример 13 Поддержать автора решений...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"18","reqid":"1765566866174224-1653637456008792575-balancer-l7leveler-kubr-yp-vla-149-BAL","isAdultDoc":false,"relatedParams":{"text":"Решение, вычислить производную y′ функции y=(x^2 9)^3 x пример 13 Высшая математика","promo":"pumpkin","related_orig_text":"Высшая математика в примерах","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Высшая математика в 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онлайн «Вычислить площадь фигуры, ограниченной указанными линиями. Сделать чертеж. y=x^2−4x+3, y=x−1» от автора Высшая математика в примерах. 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задания по разделу Неопределенные интегралы Пример решения АЗ – 8.7 - Задание 2. 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Найти данные неопределенные интегралы ∫√xdx/(x^(2/3)−x^(1/4)) Поддержать автора решений...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"27","reqid":"1765566866174224-1653637456008792575-balancer-l7leveler-kubr-yp-vla-149-BAL","isAdultDoc":false,"relatedParams":{"text":"Решение задания АЗ – 8.7 - Задание 2. Рябушко А.П. Высшая математика. 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онлайн «Решение, вычислить производную y′ функции y=(x+3)^5√(9x−7)/(x−7)^6, пример 10. Высшая математика.» от автора Высшая математика в примерах. Хорошее качество видео без регистрации...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"28","reqid":"1765566866174224-1653637456008792575-balancer-l7leveler-kubr-yp-vla-149-BAL","isAdultDoc":false,"relatedParams":{"text":"Решение, вычислить производную y′ функции y=(x+3)^5 (9x 7)/(x 7)^6, пример 10. 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функций. Высшая математика.» от автора Высшая математика в примерах. Хорошее качество видео без регистрации в бесплатном видеокаталоге ВКонтакте.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"30","reqid":"1765566866174224-1653637456008792575-balancer-l7leveler-kubr-yp-vla-149-BAL","isAdultDoc":false,"relatedParams":{"text":"Найти предел функции lim(x ) ((5x+1)(ln(2x+2) ln(2x 4))). 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Высшая математика. — Видео от Высшая математика в примерах","promo":"pumpkin","related_orig_text":"Высшая математика в примерах","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Высшая математика в 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Пример решения предела функции lim(x→1)(x^2−3x+2)/(x^2−1) пример 4 Поддержать автора решений https://www.donationalerts.com/r/fizm...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"31","reqid":"1765566866174224-1653637456008792575-balancer-l7leveler-kubr-yp-vla-149-BAL","isAdultDoc":false,"relatedParams":{"text":"Решение предела функции lim(x 1)(x^2 3x+2)/(x^2 1) пример 4. 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онлайн «Решение интегралов ∫5√(4+3x)^3dx ∫3√(3+x)2dx indefinite integrals» от автора Высшая математика в примерах. 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видеокаталоге...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"32","reqid":"1765566866174224-1653637456008792575-balancer-l7leveler-kubr-yp-vla-149-BAL","isAdultDoc":false,"relatedParams":{"text":"Решение 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Дифференциал. Пример решения, найти производную y′ данной функции y=√(2x−1)^5(x−7)^3/(x+2)^9 пример 16 Поддержать автора решений...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"34","reqid":"1765566866174224-1653637456008792575-balancer-l7leveler-kubr-yp-vla-149-BAL","isAdultDoc":false,"relatedParams":{"text":"Решение, 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онлайн «Решение задания АЗ – 8.3 - Задание 3. Рябушко А.П. Высшая математика. Неопределенные интегралы.» от автора Высшая математика в примерах. Хорошее качество видео без регистрации в...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"35","reqid":"1765566866174224-1653637456008792575-balancer-l7leveler-kubr-yp-vla-149-BAL","isAdultDoc":false,"relatedParams":{"text":"Решение задания АЗ – 8.3 - Задание 3. 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Смешанное произведение векторов. 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онлайн «Решение предела функции lim(x→0) (2−√(4−x^2))/5x^2 пример 15. Высшая математика.» от автора Высшая математика в примерах. Хорошее качество видео без регистрации в бесплатном...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"39","reqid":"1765566866174224-1653637456008792575-balancer-l7leveler-kubr-yp-vla-149-BAL","isAdultDoc":false,"relatedParams":{"text":"Решение предела функции lim(x 0) (2 (4 x^2))/5x^2 пример 15. 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Пример решения предела функции lim(x→2)(√(4x−4)−√(x+2))/(x−2) пример 11 Поддержать автора решений https://www.donationalerts.com/r/fizm...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"40","reqid":"1765566866174224-1653637456008792575-balancer-l7leveler-kubr-yp-vla-149-BAL","isAdultDoc":false,"relatedParams":{"text":"Решение предела функции lim(x 2)( (4x 4) (x+2))/(x 2) пример 11. 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1.7 Рябушко А.П. Контрольная работа "Векторная алгебра" 1.7 Точки K и L служат серединами сторон BC и CD параллелограмма ABCD. Положив AK = a и AL= b, выразить через a и b указанные...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"41","reqid":"1765566866174224-1653637456008792575-balancer-l7leveler-kubr-yp-vla-149-BAL","isAdultDoc":false,"relatedParams":{"text":"Контрольная работа «Векторная алгебра» Задание 1.7 Рябушко А.П. 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Дифференциал. Пример решения, найти производную y′ данной функции y=(4+x^2)^arcsinx пример 15 Поддержать автора решений...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"42","reqid":"1765566866174224-1653637456008792575-balancer-l7leveler-kubr-yp-vla-149-BAL","isAdultDoc":false,"relatedParams":{"text":"Решение, найти производную y′ данной функции y=(4+x^2)^arcsinx пример 15 Высшая математика","promo":"pumpkin","related_orig_text":"Высшая математика в примерах","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Высшая математика в 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онлайн «Записать комплексное число z = 5i в тригонометрической и показательной формах. Пример 15» от автора Высшая математика в примерах. Хорошее качество видео без регистрации в...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"43","reqid":"1765566866174224-1653637456008792575-balancer-l7leveler-kubr-yp-vla-149-BAL","isAdultDoc":false,"relatedParams":{"text":"Записать комплексное число z = 5i в тригонометрической и показательной формах. Пример 15 — Видео от Высшая математика в примерах","promo":"pumpkin","related_orig_text":"Высшая математика в примерах","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Высшая математика в 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Пример решения предела функции lim(x→1)(4x^2−7x+3)/(3x^2−2x−1) пример 7 Поддержать автора решений https://www.donationalerts.com/r/fizm...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"44","reqid":"1765566866174224-1653637456008792575-balancer-l7leveler-kubr-yp-vla-149-BAL","isAdultDoc":false,"relatedParams":{"text":"Решение предела функции lim(x 1)(4x^2 7x+3)/(3x^2 2x 1) пример 7. 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онлайн «Решение, найти производные y′ 4-х функций используя правила и формулы дифференцирования, пример 8» от автора Высшая математика в примерах. 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регистрации...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"45","reqid":"1765566866174224-1653637456008792575-balancer-l7leveler-kubr-yp-vla-149-BAL","isAdultDoc":false,"relatedParams":{"text":"Решение, 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онлайн «Решение задания АЗ – 10.3 - Задание 1 (пункт а). Рябушко А.П. Высшая математика. Частные производные» от автора Высшая математика в примерах. 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