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Не понятна постановка вопроса: "x−1n=y+3−1=z+25 параллельна плоскости 4x+3y−z=3 при n равном" x−1n=y+3−1=z+25 -- это уравнение прямой? плоскости? Что значит 1n? Это 1*n? или речь о дроби? аналогично что означает: y+3−1 ?
x−1n=y+3−1=z+25 параллельна плоскости 4x+3y−z=3 при n равном
трудно понять однозначно. Несмотря на то, что в мини-форуме консультации Вам было отправлено сообщение Цитата: kovalenina
Не понятна постановка вопроса: "x−1n=y+3−1=z+25 параллельна плоскости 4x+3y−z=3 при n равном" x−1n=y+3−1=z+25 -- это уравнение прямой? плоскости? Что значит 1n? Это 1*n? или речь о дроби? аналогично что означает: y+3−1 ?
Вы не уточнили задание. Поэтому, чтобы Вы получили представление о том, как нужно решать подобные задачи, предположим, что формулировка задачи такова: "Прямая
параллельна плоскости
при равном...".
Чтобы выполнить это задание, можно воспользоваться теоремой: "Для параллельности прямой и плоскости необходимо и достаточно, чтобы направляющий вектор прямой был перпендикулярен нормальному вектору плоскости". В этом случае скалярное произведение двух указанных векторов равно нулю. В рассматриваемом случае
-- направляющий вектор прямой,
-- нормальный вектор плоскости.
Приравняв к нулю скалярное произведение указанных векторов, получим
-- искомое значение
Об авторе:
Facta loquuntur.
Форма ответа
Отправка постов/ответов доступна только зарегистрированным и подтвержденным пользователям.
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valeriy.tvv 
равном...".
-- направляющий вектор прямой,
-- нормальный вектор плоскости.
-- искомое значение 