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этом видео я разбираю решение уравнения, которое можно встретить во второй части ОГЭ по математике. Левая часть уравнения представляет собой сумму квадратов. 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Решение и подробное объяснение.» от автора Наталья Мраморова Репетитор по математике. 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Уравнение содержит дробь, в знаменателе у которой есть логарифм. 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этом видео я расскажу о решении дробно-рационального (рационального) уравнения. Рассмотрю решение конкретного уравнения с объяснением каждого этапа решения. Данный ролик подойдет при...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABaAHgDASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAAAAYEBQEDBwgC/8QAQRAAAQMDAgIEDAQDBwUAAAAAAQIDBAAFEQYhEjEHExWVFBYiQVFUVVZhcZLSFyMylIGRoSU0NnR2s7RCgrHB8P/EABsBAQEAAgMBAAAAAAAAAAAAAAABAgUDBAYH/8QAIxEAAgIBAwQDAQAAAAAAAAAAAAECERIDBAUhMUFRBiKBkf/aAAwDAQACEQMRAD8A8ZUU0+LUT1h/+lb4Wj/DXwxCRPlPEEhthouKwOZwkE1lgzHJCfRT+OjW8+xNQ93O/ZR+Gl59iah7ud+ymDGcRAop/wDw0vPsTUPdzv2UDo1vPsXUPdzv2UwYziIFFP8A+Gl59iah7ud+yj8NLz7E1D3c79lMGM4iBRT+OjS8+xNQ93O/ZR+Gl59iah7ud+ymDGcfYgUU/wD4aXn2JqHu537KB0aXn2JqHu537KYMZxECin/8NLz7E1D3c79laZnR/PhRzIm268xWQQC4/DW2gE8t1JApgxmhGopq8WonrD/9KKYMZIu6aOj556O3qd6O86y6nTsopW2spUny2eRG4pXpl0L/AHXVP+nZX+4zXKcL7FUb5e8n+27r+9d+6t0C9XJcxpMy+3tEcq/MU1LcUsD4ArAzy89VSv1H51Ks70qPcW3oUhuO+kK4XHHEoTgpIUCVbbgkfHNQqGW4MX3w+JHgX65kyLciYeuuTnCDwLW4ELBw4hIQry8AZBTzG+qRdJTGnHUnUCn5wfShtUe6vqc4QpRUs74KVApAHIBOeZxWrw6+dUloT7IGkRvBG2/CI/C2xhQLad8hJ41EjO5USd6qnLbJccU4uZaypRKlHw9ncn/urFX5LRLju6wkspejydQPNr/StEh8g/Ig1tsEi/XC9R4T17vTLRkNtSFplulTYUsI5cX6snAB/wDRqt7Je9atf79r7qk2xi426Y1Lh3G2tPNLS4g9oNY4knIyOLBwd8GrZKMXK6XuLcpUUXu74ZfcbHFNdzhKiBnyvhWjty9+27r++d+6vmSiTOvbiX3WnJMh7K1tnjSVKOSRwZzz81SZ9glQ4bklxwFKMZHUOp8+Oakgf1qp+xRo7cvftu6/vnfuo7cvftu6/vnfuqfYo9petshc2K95EZ8dcFHiVJxlhLQB3HnWFAgJycjaotytDcK2RpapwW5JR1jbIYUPIDi2yok8slBIzuQPNUy60WjV25e/bd1/fO/dV9YLjcZejtYty7jNkoEGKQl6QtwA+GNb4UTSjTJpX/CWsv8AIRf+a1WRixboooqGQUy6F/u2qf8ATsr/AHGaWqaejaLf37w4mxR4j6pLSobqJcYPtOIXgqSUEHP6QfhipKSirkyxhKbxirYrqBydjzowfQa6Vq2DrDTEQTLro3S7THFwqX2A0OEnkTkcj5jy8xwaWPHCT7v6S7iZqQnHUVxdoThPTeM1TFzyvjVnpi1OXi7swkofKFuNoWtsD8sKWlHEonYJHFz+Q89WHjhJ939JdxM0DWEkctP6S7iZrIw/CnuzMdiapqJ4V1aQN5AAUee+ByBGDg7jO9RN/jTGdYSSSTp/SRJ5k2Jnejxvk+72ke4maqH4LhGRgjNYCQDkIAPypj8b5Pu9pHuJms+N8n3e0j3EzQWVUa83iLbl26NdJzENzi447b6ktqzzykHG+BmtMyfPmHMyZJkHJP5rhVuSTnf4k/zPpNXfjfJ93tI9xM1jxvk+72ke4maKkLFzB9FMmlv8Jay/yEX/AJrVHjfJ93tI9xM1rm6snyrVLtqLfYoTExKEvmFa2mFrShYWkcSd8cSQcfCgsX6KKKhkFdw6BZz1qhtm1wkzLg7GcdShSikFSnMeUoZwMJFcPAycDenjQl7naa1LAdlMS2GVxeoU2pBQVlKjjGeecjAG5O1dHkIOelSNpxNLWcn2rv6PTN0iO6xt8q2ybk2yyqKW5MPwYLDTpHmX58HGRk5Ho514+1HbXrPfJlrfSUuRnS2Qfga9S9oPWxUGbMYkvSJ6+F1xtwFuEQM8BBIKlbHkANuded+lCHc1axu9wltqcQ7KXh5KMJI8xxvjbFdHi9Rxm4t9GbHmNBS01KCboUqKAQeRB+VFbw80O2m+ji43u0Qrm1c4UZqWhawHkOApCS4nYgYWctElKd0ggmpsbolvjpaLlwgssu4KXlpc4VAoUvyTjyzhOwG5pBckyHG2W3H3FojpKGQVHDaSSohPoGVE/wATWviVthShw8vKO3yqmNM6Ax0UXd2Ot5N6sgQhHGT15IxwIUPNkE8aQARk5zy3qruOh3rffpVolX6ztuR7cucXVOqShfCD+Wk43UeHYjYggj0Up5oJzzycYxk8scqBJ+WPmk+jhy7xIU+Rc2m48pjrUNNoV1ilFQSlIVwkHc5WoA9WB5VfMTowushpMhN2taYrsFMth5aykO5QFcHCdwRkb7j0ZwcIoJHInz/150ZPx9HOhKY/MdFl0fkFlu721GHS0ev42lEhTaSUpUAVJ/MGFDYgDfyhWyL0T3aQ91bd8svDkZWp1Q4U8ak8ShjiT+knBGTyGTXPSc88/wA6CSeZJ3zzoKl7L/WOmJOmXILcqbElKlsdcBHJPBy2JIweY3HoI81FUHEcAEk42G/KioXqXmgGmXdXQeva65CFFzgyBxFKSRz25gH+FditcWLKvPbD5QfA8qZDqclDh5KIPLh3P8q4poK82qLqVmQ/coDSUNrwp97hSCRjn/HlTVftaWx+c0mFqKE0lJCS429jbO/8DWs3sJTnS9H0L41qaEOM1IzklKUvNX2Q6XC5OQbs7JlylNsu443Gx1nWIB8khJIxvvnnufTTIZvFDaaaUnhSkKbKkjJ+JP8A9zrnF61JpO5QVR16jtwWlPCFl8b1EtmsrRFtvg72oressjCCHwSRXRWh5rqeo22nx22kvvF9O+S7/wBLvpIsVtvFmduVtiIYuMXicKGGglLjKSQrjxtnYkHmdx8uQV0zQOuNPtiSbjeoDa1OkAOvABSRsOfmx/5pB1k7p+FqGQi03eDJguHrGS08FBAP/QfkdvlitrtJypxkeJ+V7PbOUd1tmqfRpNfjog0VF7Rt/rrH1ijtG3+usfWK7h42mSqKi9o2/wBdY+sUdo2/11j6xQUyVRUXtG3+usfWKO0bf66x9YoKZKoqL2jb/XWPrFHaNv8AXWPrFBTJVFRe0bf66x9YooKYjZIo4qx6axXCcxnNGaxRQGQTRmsUUAUUUUAUUUUAUUUUAUUUUAUUUUB//9k=","isBase64Poster":true},"target":"_blank","position":"26","reqid":"1765552396230113-14774066522032282568-balancer-l7leveler-kubr-yp-sas-20-BAL","isAdultDoc":false,"relatedParams":{"text":"Дробно-рациональное уравнение. 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этом видео я разбираю решение уравнения, которое можно встретить во второй части ОГЭ по математике. Данный ролик подойдет при подготовке к экзаменам по математике: ОГЭ, ЕГЭ профиль и другие.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"28","reqid":"1765552396230113-14774066522032282568-balancer-l7leveler-kubr-yp-sas-20-BAL","isAdultDoc":false,"relatedParams":{"text":"Решаю 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онлайн «Окружность. Касательная к окружности.» от автора Наталья Мраморова Репетитор по математике. Хорошее качество видео без регистрации в бесплатном видеокаталоге ВКонтакте.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"33","reqid":"1765552396230113-14774066522032282568-balancer-l7leveler-kubr-yp-sas-20-BAL","isAdultDoc":false,"relatedParams":{"text":"Окружность. 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