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автора «Prosto_MATH I Простая Математика» в Дзене 🎦: 🔊 Включайте звук!!️ На этом занятии: 📚 Решение задач на нахождение чисел по их сумме или разности 📚 Оставшиеся задачи сможете 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вас , учащиеся и родители , а также коллеги, на канале Простая Математика. Здесь говорим о математике легко и просто 😉 Уроки для 5-11 классов, подготовка к ОГЭ, ЕГЭ.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"1","reqid":"1765611915663207-37741116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автора «Prosto_MATH I Простая Математика» в Дзене 🎦: 👩🏼🏫 Добрый день, друзья! Приветствую вас на самом образовательном канале prosto_math 🙂 включайте звук, берите тетрадь и 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автора «Prosto_MATH I Простая Математика» в Дзене 🎦: 👩🏼🏫 Сегодня на уроке:!!️ Самая сложная тема!!️ 📚❗️Решаем задачи при помощи уравнений❗️ 📚 Ставьте 👍🏼, чтобы уроки появлялись 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автора «Prosto_MATH I Простая Математика» в Дзене 🎦: 👩🏼🏫 На этом уроке: 📚 Умножение десятичных чисел 📚 Правило умножения на 10, 100,... 📚 Правило умножения на 0,1; 0,01;... 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автора «Prosto_MATH I Простая Математика» в Дзене 🎦: 👩🏼🏫 Сегодня на занятии: 📚 №13-логарифмические и показательные уравнения. Это уже третий урок по данному заданию. Урок №2 можно...","preview":{"posterSrc":"data:image/png;base64,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автора «Prosto_MATH I Простая Математика» в Дзене 🎦: 👩🏼🏫 На этом уроке: 📚 Сложение алгебраических дробей с одинаковым знаменателем 📚 Вычитание алгебраических дробей 📚 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автора «Prosto_MATH I Простая Математика» в Дзене 🎦: 👩🏼🏫 Добрый день! Включайте звук, берите ручку и тетрадь. Начинаем наш урок. На этом уроке: 📚 Решаем уравнения среднего уровня...","preview":{"posterSrc":"data:image/png;base64,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автора «Prosto_MATH I Простая Математика» в Дзене 🎦: Видеообзор пособия для повторения курса алгебры за 7-8 класс. Повторяем формулы сокращенного умножения, линейные неравенства и т. 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сложные...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABDAHgDASIAAhEBAxEB/8QAHAAAAgMBAQEBAAAAAAAAAAAAAAYDBAUHAQII/8QAORAAAgEDAwIEAwUHAwUAAAAAAQIDBAURAAYSITEHEyJBFDJRFSNCYYEIFhdScZGhM2KxJHKCksH/xAAbAQACAwEBAQAAAAAAAAAAAAACAwABBAUGB//EAC8RAAEDAgQDBQkBAAAAAAAAAAEAAhEDIQQSMUEFUWETcYGhsQYiMjNDUpHh8NH/2gAMAwEAAhEDEQA/AP2Vo0aNRRGjWfe7zbLLSfE3OsjpoycLy6s5+igdSfyGsT9+KYoZUsG43gxnzRbzxx9cE5/xoS4DVEGOIkBau4Nw2uxpH8fOfOlOIYIkMksp/wBqDqdZJ3xTxZkrbBuCjph3nloiUUfUhSSB+mqmyqR6iB9y3CNjc7iefJu8MWfREuflAHf6nTIuQ3QP831/LS85KIlrTESsir3pRSypS7eppb9VOgk40zARxqexeQ9F/p3/AC1CL1vSP72TbVuljxny4rj95j/yUKT+utWhoqWjVko6RKdZXaVxGoUM57sce+pxnHZ/k+upmcd0PaNGg/Kr7f3Nbrqs8beZQ1lKM1NLVDhJEPqfYr+Y6aim3vtKGYwybht3MHBxMCB+o6agvW3rReZoJ7lQioenX0cmwCD+FsH1Lnrg9M6uxUVHBC0MNFBFEAAEWNQv9hq87leanrdadvrqK4U4qKGrgqoj+OKQOP7jVjSVc9sxJO1y29i0XVTlZIgFim/2yoOhB+uMjVq2b5shtaS3mtprXWqzRVFLNJhkkU4YAdyPofpomvB1V5Mwlt016NZdn3DZLuxW2XWkq3HdI5QWH6d9amiBnRAQRYo0aNGrVI1DWVEVLSTVU7cYoY2kc/RQCT/xqbWHvwodnXeJpo4mko5UQu4UFipwOv11R0VtEkBcH3x4k19k3VRXVbWt1r5YZJ54nAK0kbwu9PAhPyNxXzXYdeOB762LR43OLSPjbHPX1lPRRPU1MEywRTVLyiPyo1OTjPMcjgfdOe3XTHV3fYBe1WeutNPW1m4KeHmsNEZSOcfkB5nA9AIUpnOcKfYHWsNr+HQFTUrZ9tcaqP4qZ8x8ZE9amU9cEfeOOXb1EZ1gAqFxIcu+6tghRa2rhzMa87nutqB4TOyrR+OVmrGoaePb13Stq6pEkp5JUHkxFUYzM4JHEB84ODhWJxjUdJ497Yqq2uhp7XdJUpi/kyBlAqm5hIwnIjHMEvk4CqOum2u2t4ctDI1XaNteXGzozSmMBTJJhwST0y4Ix9cgfTUlw2x4e1ck0ddZ9tyNI5SVX8vqxkJIIz38wn88nH5auK33BJFXhk3ou/PXztt5lJkfjlRRy0Qqdq3NY5qWOeZ4qqN/h/M4kKwOM4SSJjjt5gGM6s/xstDTwQwbfutTJVVApqRIpELTlgzIQM9Mr5J69vOXJ6HTfSbX2LPVxx01msM1TEEnCxhWcD0lHIHUg8EwT0PEd9RW7aewIqJpKCy7eWmhAmZ4eHCMhkflyB9PWJG9vl/rqw2r9yE1uGkfJcD3/v8AvNVPDvxAp963O5QW+z1VPRUVPE4q5Z1ImZ84CqOuMKxBJ6jBwOQ1Vot8TXPxgqNrU7NS22iSaMuYOYrZ41UyjzM/dLFzT29RJGR2OvZtu7Et0iXC0UFjpTCwqklpplVVaVDGH6Hj6lJUE9D7ddXKal2hFca+400dgSsuQCVU6SR86gcR6WOfV6Spx75B+miAfAkpD34UPeWUzBbAnY89+/xsBYhJ/jbYWopK1LTXGla4CipZnlVVqXEoVmX3CKhWRmIwOarnJ1UofFazVt6rzZNk1NZVSyqKWYywxPWgIXaQl/8ATVYwreo5PNBgE6cqLbPh5M1TPRWnbk2UjSYxFGCpCUwCAfSFKJ9PlGdR23bvhrHBTtQWzaxhSp+Lg4NGyrJgr5i9cZxGe38h+hwEVbe8Fo7ThwDoounqfWCOXiJ0tEG3J7X4gUU1wbbtRbqYMrW24+bGs86EEiVOB5R9gcN3DA++mbZd0rXmq7DeJBLcaDiwmAx8TC3ySY+vTB/PWbYbNsq03ClqLLR2SjqZVmgp/hpVXzAxWR1UA+o9FJ6EgY7DU8QP8TaLygAfsiXzsfy+avHP650+mSIlYKpY57gwEN2nb18eqcdGjRrQsqobhucNmslXdJ1LJTRl+I7sewUf1OB+ulW1bcjril23OsVyuUy8/Lm9UNMD1CIh6DHuT1J1q+JVNNU7KuAp0aSSIJPwH4hG4cj+wOrdBVwV1HDWU0yvDPH5iMPcHrpT7mEclrJC59dvD26S3q/S2jcNHabXflgWtiioT8QkccZQxxSBgqK2Sc8c+ptLVF4H19PSvD+9tKWahFCZPs7k4haJY5EBZsccKeAxhS7sctgjoXixuCbbmwLlcKKZluDxLTUASLm7VEh4oFXux6k4Ge2uVT728WqKSgt726uZqaB6uWWS08pa6JUkkRHKgpG5VEVlX1ZduxHXHU7MGCF38A/iFWjnpVGgaXiTlA6XtA/UlXaLwAigpqCjmvtJUU1PXGoqg9K/KrUqnpchx0DCXA7ASn8XUn8Ca/ypM7qppZ551knkmpnfnlH8zBLZU85JHU9cEgnJGdVbV4ieIlzelpKCKeomeqkglmNlZFV04JwbIwjemWTBIOXjX2bX3+/ni5UUtIKey+W1bOXWd7Y6eSknlxBODA5EcspIZsF1iJOFOSsCjFmlbS/i+Yh1Zs9Y5nmN4/oTXtPwrO3491S017i+0L1BNTUdWsBDUUTZ4rjlg49A6Y6RjGoG8JpD4WVWz47xRwVNXVLU1NTHTMsUyIQqRFAwYIqKgwG7r75OlSDxE8UqtLtLT2muScmFaamazMi0cfMebISwzK2GRQOxLO2Aqgm1V+IvihNbT8FtSqpal7hUcZaikYotNlY4048Mkq8iEsfm4Ng4zg81KND5rOcPxMPzdo2ZB1GoAjbQctJE8itG3eCLU1zKz7rlnsbvCZ7asPliaOGIiIEgkAq/qGAB1OcnGoKTwOqaKshkptzUskNOzMi1NHzbIYmEkggHjwpwwx6vJAGAcapyeIPihUU9VQJtu7U1T59T5FUtsDB0VfLijAYBVPmEOznI45x9NM1/vniRDsTbdytcUdVXXAqbiy0IRqYzACICFiTxQv6j39AzgE6gFLZpt3qPq8TYQHVmy62rdgbm0dJ1NhtZaP7P8kIm+C3HQxSOoRmahJE4JTKzDl61IjU4z1YsSCDjUw8BpQPRuOlQikWlRDTu0ahY40+XkO//AFOSMH784x11827e3idczEppqy2w1tW0Kzfu+0slMyr5gTgcZBDxx82wvokbPbUVs8QvFCppZJ57HPB59yp3K/ZUgFBSeaEk7rmRm5Y9yoSRsjK6ECj9pTzV4tvWb5b+HTy6iWLZ3hAtm3la9wV12pa4UMBKwCnZR8US5aVfVgAlyQMEjoOwGHe+WSWWp+2bLU/B3mOPCsHJjnVe0cinoQfqOo1rWqvprnbaW5UcjNTVUYmhLxFGKMMjKtgg49iM6naaOGLzpZVSONCzsegUDqSdamsa0e6vNYjGV69TNVMkW/UL62vdo73Yqa5xoYzKvrjPdHBwy/oQdGsnwvST91hVuhRayqnqo1IxhHkJX+46/ro1paZCS8AOICaNIW57XWbSt9ZedvV6w0YYPLbp4vMiDMwBMZyCnU5x20/ao362w3ezVdsqMiOpiaMkdxnsR/Q9dU5shRjspvoqk8EM4j+IiSZoSssZeINwcZwy5HQjJ6jr11NyYcvW/t7aWbJfxSFbJuWVaG6wJwDytxjqlHQSRsehyO47g6Ze4JHIggdQdJBCBzXNsVFTwQ00ckdPGIVeUyMI4woZmOWY4HUk9Sfc6mBbl87/ADfT8tDD5vm+Yf8AzRj1fi+b6/lqWhDeUBmyvrk9/bXis38z/J9NRVNRT0kYlqqhKeMAktLIEAH9SdLNX4k7DpKn4ebdltEgXB4y8wD/ANygj/OqL2t1KdQwlev8phd3An0TWWbifU/yD20Fjl/U+entpepd87Mqxim3XaHJXAHxiKf8ka1qe6Wyq5fC3Kjn7f6dSjf8HUDmnQqVMLXp/GwjvBCuMzEnLOfUPbRybvzf5vpowTniHI5DqOuvG9IyxZQG7k41dklerkuo5P1Y/h0pWWguW8aZpr1XxpaY6iSI0NLGV8/y3K/eOTkrkZwNXr9uGKnb7NtBFwvU2VgpomDcCfxuR0VR3Odb21bStk2/SWwSeY0KfeSfzuSSzfqSdW0BxTmyxs7rSjRI41jjUIigBVAwAB2A0a+tGnpaNGjRqKLI3fRUldtyvirKaKdBTSMBIgPEhDgj6H8xrM2a7z7PtM0zF5HooSzH36aNGk1PiTPp+P8Aq1pFAWQgdR21+YPFvxF3rR3+W30d/qaWmyRxgVIz/wCygH/OjRrBjXuawQV7L2FwtDEY1wqsDoG4B9VzKvrKy4S+fcKuorJT3eeVpD/didV+3QaNGuNMr7Cxoa2ALI9uvXXgVRkhVB+oGjRqIl139nSw22/3CT7VWqmCOQoWsmjH9kYDXc9/00P2ZaraUzST3amp5YyT64+Xyk9/YaNGu3hAOyC+Ie1FV7uKOa4kgadO5NVos9qtERhtdvpqNG+YRRhS39T3P66v6NGunovLEk6o0aNGoqX/2Q==","isBase64Poster":true},"target":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автора «Prosto_MATH I Простая Математика» в Дзене 🎦: 👩🏼🏫 На этом уроке: 📚 Решаем неравенство - Решу ЕГЭ, Вариант 2, июнь 2020 📚 Ставьте 👍🏼, чтобы уроки появлялись в вашей ленте 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автора «Prosto_MATH I Простая Математика» в Дзене 🎦: 👩🏼🏫 Включайте звук! Сегодня речь пойдет об одном из самых интересных разделов в курсе математики -задачах. Часто можно 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улучшить...","preview":{"posterSrc":"data:image/png;base64,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Для решения математических задач вам потребуется использовать специализированные 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онлайн «Решаем уравнение с помощью разложения на множители» от автора Математика l sergey_prosto_math | ЕГЭ ОГЭ 2025. Хорошее качество видео без регистрации в бесплатном 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этом видео мы отработаем задачи, в которых для нахождения вероятности события применяется формула полной вероятности. А также разберемся, как понять, что необходимо использовать именно формулу...","preview":{"posterSrc":"data:image/png;base64,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