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автора «Волкова Е.Н. Понятная математика. Техникум и колледж.» в Дзене 🎦: 1 курс. Техникум, колледж. 10-11 класс. Раздел "Первообразная и интеграл". Пример. 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Хорошее качество видео без 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Техникум, колледж. Разбираем примеры нахождения производной сложной функции. Используем формулу нахождения производной сложной функции, таблицу производных и основные правила...","preview":{"posterSrc":"data:image/png;base64,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производной сложной функции. Примеры 22-24.","promo":"pumpkin","related_orig_text":"Волкова Е.Н. 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\":\"Волкова Е.Н. Понятная математика. 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числовой последовательности. 2 курс. Техникум, колледж. 10-11 класс. Тайминг: 00:00 Предел числовой последовательности. 11:58 Сходящиеся и расходящиеся последовательности. 14:47...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"28","reqid":"1765530524355745-6149065871341610915-balancer-l7leveler-kubr-yp-sas-48-BAL","isAdultDoc":false,"relatedParams":{"text":"Предел числовой последовательности. 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автора «Волкова Е.Н. Понятная математика. Техникум и колледж.» в Дзене 🎦: Асимптоты графика функции. Практика. 2 курс. Техникум, колледж. 10-11 класс. 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экзаменационного билета. Техникум, колледж. Экзамен.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"30","reqid":"1765530524355745-6149065871341610915-balancer-l7leveler-kubr-yp-sas-48-BAL","isAdultDoc":false,"relatedParams":{"text":"Разбор экзаменационного билета #2. Техникум, колледж. Экзамен. 1 курс. Зимняя сессия (1 семестр).","promo":"pumpkin","related_orig_text":"Волкова Е.Н. 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\":\"Волкова Е.Н. Понятная математика. 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экзаменационного билета. Техникум, колледж. Экзамен. Правила округления чисел.) Степень с рациональным показателем и ее свойства. Решение показательных уравнений.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"31","reqid":"1765530524355745-6149065871341610915-balancer-l7leveler-kubr-yp-sas-48-BAL","isAdultDoc":false,"relatedParams":{"text":"Разбор экзаменационного билета. 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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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автора «Волкова Е.Н. 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автора «Волкова Е.Н. 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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 формулу...","preview":{"posterSrc":"data:image/png;base64,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автора «Волкова Е.Н. 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Повторение. 2 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автора «Волкова Е.Н. Понятная математика. Техникум и колледж.» в Дзене 🎦: Применение производной к исследованию функций. Решение заданий ЕГЭ (профильный уровень). Связь между графиком...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"38","reqid":"1765530524355745-6149065871341610915-balancer-l7leveler-kubr-yp-sas-48-BAL","isAdultDoc":false,"relatedParams":{"text":"Применение производной к исследованию функций. 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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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автора «Волкова Е.Н. Понятная математика. Техникум и колледж.» в Дзене 🎦: Поддержать автора: https://yoomoney.ru/to/4100118156988006 Физические приложения производной. Путь, скорость...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABDAHgDASIAAhEBAxEB/8QAHQAAAgEFAQEAAAAAAAAAAAAAAAYFAQMEBwkIAv/EADgQAAIBAwMBBgQEBQMFAAAAAAECAwQFEQASIQYHExQxQVEVIjJxYYGRoQgWQlKxIzNyQ1OSotH/xAAZAQADAQEBAAAAAAAAAAAAAAAAAQIDBAX/xAArEQACAQIDBgUFAAAAAAAAAAAAAQIDEQQxUQUSIUFhoRMyQoHSFHGRwfD/2gAMAwEAAhEDEQA/APOhllPnLIfux1M9NdNdQ9RJUyWmmaaOmQtJJJUJEmQN20M7AF8DO0c6g9MXSvVclkoaqgmtFuu1JOkoWKsDjumkjEbsCjKSGVVBU8HaPLz1ZgiJkobrHVNSPR1y1CnDRGJ94O/Z5Yz9Xy/fjz0TUV0hqDTS0ddHOCy928Th8qAWGCM8Agn2yNNT9oMtVDLLdLV4u5TQimlrI614N0Pi/E4CIPlfdldwPAxxkZN+t7SGqqlqtrIq1UME0NBMlaymnEtOkDMyqoV2AjVhgIAcjGMaQCfBQ3Wd2SCir5mVXciOGRiFU4Y8DyB4J9DwdfL0d0SniqXo65YJk3xStE4SRcgblbGCMkDI9x76ebd2r3SniCy2u37sFjJSqsDGXv3mEmCrKDuds4HPBBUgaxaLtIraK7/Gae2xG4SU6wzmapaWnYr3IDpCRtjOIR9J4JypXC4B8BPaluKzGFqasEoKgoY33Asdq8YzyeB7njXxVRVlJUSU1XHU088Zw8UqsjqfYg4I062vtHNsnirKOwxeOjWnh76ateQNBBIzIhUj68NtL5OdobAOcrPVl7lv938dJGYlSCOnijLK2yNFwoyqqPfyUeeNAiL7yT/uP/5HXoL+EzrapoKyS0zSs4oyJogT5wO2JE/IkMPvrz3rYP8AD6zr2ioFztahqA/2wD/kDQOOZ0WUgqCpBBGQffVdQUsl5j6Qo5bLDST14hhPd1TFUcYG4bh5HGcHnnUc9z68jSYnpm0SlYiYhFdSd77lAB3IuBguc/gPfUmw3aNJqXLtGYKG6ZsC5xuPxdzt5GTjuueM+voPfic6dnvs8c5vlBRUjKwEXhqky7hjknKjHPl7j28tAEto0aNAHKfTbY7H0/XdP0onqqiO7Vkda6SeIjEMJg2mNGj27mMmWH1DnGAedKtPDLUVEdPBG8s0rhI40GWdicAAepJIH56mB0n1THdRb1sFzWvVBOIhAd4UNtDfk3y/8uPPjVmCGzqTs/t9JLX2+glqEu8DVEdJR1FfTua0RSxL36lcBFZWlIQnP+mcE4OvmbobpqO6tQN1IokS4uGUTwlTRb2ijYSZ2960qAf2hJFY8Z0onp7qOsh+ItZrjOlXUMvfNTs3ezFmznjJYsGGT6gjzB1ZpLBeaqhatpbRVzUqxCYypCSuwlgGHuPlby/tPoDpAbAoegukZoTJcuoHsdR3KyGhnqoZ3Ry0YaIugwCNw+ZgB/qrn/bk1YvfQ/SNHae+TqWWCXwMlQssmJYndVjJACLuyruyFV3E4zkYI0onozqlKxqH+W7kKhI+8aJaYkhdxXPHH1ArjzzkYzrFTpy9+CguC2Wt8NU57mYU52yYDHg49kc59lbHkdA/YcaroSzGaoloLwaq300FR31Qs8IYTKIzCoRiCd4ckD1xjIw2ITtJstjsl4p6awXBa+meFy8i1InAdZ5Y/qCJ5qitjH9XBYYJiKPp+81tI9XSWerqKeKATtLHAWUREMQ2ceRCsePRSfQ6+7tYqu2UMNVPJA3eMqSRx7t9O5QOElBUbWIzgZOQpPlgkERetw/ws2OS5dVVtWqnASOjQ4/qlcE/oq/vrT2vZP8AB30r4Gw0ldNHiRkatkyP6pPljH5IM6GOC4m+OpaaJ7Gaf41LZVBVUqY5FQqRwoy3BB449dKvwinhbEnaneAxAJD1tMOCM5HyZGQQR9xpt6pFN8DqXq7R8XRAGFIIhIZDnAAU+vOl2923pynmSQ9ARV0zy+H3LQRs21VAVt2DhMADJI4HlxqTU+IulJLjEBB2i9R1CRt8xhqac4YMGGSsf4eR9NM/T1tntdG9PUXauujNIXE1WVLgED5flAGOPb1OoujZLLTtT2jpPw9RPJEZY6ZEjg7xozk7xgYUIFJx5leOdSs1zaO50tH8OrmSoMgM4izHFtAxuI8t2eD+B8tAIkdGjRoGcsLRWy227UdygCNNSVEdRGH+ksjBgD+GQNM1p60jp+nKu03GzUlyV5kmgSVpEQHxDTuWKOG4YjAHGM599KGjVmCdhzTtIvS1oufhLc12JRZa0o+6WJZzOIim7YF3nkgBsADPqbcHXk1KoWgsFrpVit/w+nCyTv3UJaRmB3Od+TIT83kQuPLBn+xroGz9YUkr3Kaog2VBjaZHO1FwoGQPdnA/PT/S9hPTki0CTS3WKepZ0kTORCVaRTk/dP3PtryZ7XoxqSp7sm07cumrWv8AWZ7NPYtedKNXfilJX59dE9H21Rq+69qFxulWstfZLXPFHOtVHC7zkLOsryrJu3huGkb5M7cH89ZMPaTDSWvxlFbS3U88dPFV18wwhWEOFKqGwThhj5Vxt5Leux4+wvppmZe+uvyttLKdykeHMwZSPNTjAPrnP4aE7CumGjp3NZcB32w43/SGp++5Pkv9vJA/qOBqVtmk8oS7fIt7Crr1x19XxNRJ2hXh0pWrqShr6ihEbUdRMHDwypG0YlwjBWO1hwwK5VTjzziXnq57ranoqmzW8SSuks1SjyiSWZIe5SQjftBC/wBIAUkkkempftq6PtnRl/gttskqJUZGLPK2S3CkYHp9WkPXo4avHEU1Ujlxz6O36PKxWHnhqjpzd3wy6pNdmZ3T1ua736gtaA5q6lIePQMwB/bOujXZHboqLpRZY0CiokJQAeSL8ij9Af114J7Eoll7T7Pu/wCm0sg+4jbGuh/RaLH0na1UYHhUP6jOtWRTL3UCXmS3FbFPRwVm4ENVRs6bfUYUg5Pv6fjqCo4e0dI5jU13TMjuJCiinmAjbZ8gznkbsZyM4zqV6ujt0tqWC53Se2wyzxxpNDUmBzIxwqhhzkk/rjSBC/Z0sokbtKrplY5VDf2KsMYIAH1e/uCfwGkUNKp2l7QWqOkt205HcVGN2eOd3lqX6d/mcSzjqA2lk2J3JoUkBLc7t28nj6cfc+2kypqug4qGJJO0GtjhlG2ORr057wRuWbDE88yBSR6bR5DWFjs9MplPadctsY+Zf5iYAHPqc5zx5fhoA2xo1DdNWCCy9+8Nxutb4gLk1ta8+0DONu76fq5x58e2jQM5gaNVRWd1RRlmOAPc6yTbq0OENO+4gkDj0GT+g05TjHg2ZRpzkrxVzJtPUN7tFM8FtulTSRM29libAJ9/2H6ab4m7V58rDW3aZljWYLHVRsWVhlWUA/MCM4IznkeYOkdrbXLjNM+CVUEYxljgc/fUp43qYwSQLUTxxSwwQkJtRe7iLNEoIxgBtxGMZOScnXJOlg5tylGL62R2QrY2CUYykkuV2MIq+1KGOWoW53RIqcFpJVq4wkYVnU5YHA2tE6n2IweSMxdR1J15Da6e5T3e6pRVZZYZXfCy7cg4/MEfkR6HQL91tGJdtZPslDd4giiKOCZN+Vxg5aSQtxyWJOTjEelR1JLZxZ91RJQwFkEBRSFK7zjkZ+XvJCPbexGMnU+BgreWP4RX1GOv553+8jCvF5ul4lSW6V89Y8YIRpWyQD5/4GsHWULdWNMIlgcuVDYGDxnGf1ONV+G13dmQU0hQAncACMAZz+gzrphKjTjuwaS9jmnCvUk5TTb1d2TPZdcY7X2g2WsmbbEKkRufZXBTP/sNdE+zmqFV0hRDOXgUwOPYqcf4xrmQPcEj8Rr2n/Cx2jQ3i0JS1s6idtsFUCfpnAwr/Zx+/HprRmdN8jfF7lkgtsk8VvNwkjKssAxlvmHIz6gZP5aipHzTpPTdJmVJDT4DrFG+x2AclTyDGDkg+eMDTFo0jQjaako6+lhlq7RDG6ElY5oUYxnkccfuNZAt1ADxRUwz7Qr/APNZWjQAaNGjQBynBIIIOCPLV7xVTjHiZsf8zo0apxTzRjGTWTKGpqCcmomPOfrPn551TxNSVwaiYjOcbz56NGluR0K35WzKrVVJO41E27zzvOhaicE4nlGTk/OedGjS3I6A5y1DxlWORVT5HIPeHQtTUAcVEoyOcORnRo0KEdBeJLUtad+w6tqqXtHt0NPO8cdUWinUeUi7SwB+xAI9tGjVPImOZ0I6JqZ6vpS31FTK0srxDc7eZwSOf01M6NGpNw0aNGgA0aNGgD//2Q==","isBase64Poster":true},"target":"_blank","position":"41","reqid":"1765530524355745-6149065871341610915-balancer-l7leveler-kubr-yp-sas-48-BAL","isAdultDoc":false,"relatedParams":{"text":"Физические приложения производной. 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автора «Волкова Е.Н. 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автора «Волкова Е.Н. Понятная математика. Техникум и колледж.» в Дзене 🎦: Поддержать автора: https://yoomoney.ru/to/4100118156988006 Готовимся к экзамену. Пример экзаменационного билета.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"44","reqid":"1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автора «Волкова Е.Н. Понятная математика. Техникум и колледж.» в Дзене 🎦: 10-11 класс. 1 курс. Техникум, колледж. Стереометрия. 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