Видеоуроки |
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ЕГЭ И ОГЭ |
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ШКОЛЬНИКАМ |
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ИНТЕРЕСНО |
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СТУДЕНТАМ |
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О СЕБЕ |
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Обыкновенные дроби |
![](/.s/t/401/18.gif) | | ![](/.s/t/401/20.gif) |
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КАК ЗАПИСЫВАТЬ ОБЫКНОВЕННЫЕ ДРОБИ
Числа, входящие в числитель и знаменатель дроби должны быть такого же
размера, как и все остальные числа.
![](data:image/png;base64,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)
Дробная черта ВСЕГДА должна находиться на
одном уровне со знаками «+», «-», «=»
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GGhelp ON THE MAP |
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ОПРОС |
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ENGLISH |
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Счетчик |
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САЙТ СУЩЕСТВУЕТ |
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СТАТИСТИКА |
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ПОИСК ПО САЙТУ |
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