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Консультация № 199080
19.08.2020, 14:00
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Дана прямая ά и семь точек (а.В.ζ.ε.δ.ή.γ) .расположенные по одну сторону от данной прямой . но не лежайшие на этой прямой.
Найти точку С1 . расположенную на другой стороне от точки ά .
Найти расстояние от точки ά до точки С1 по данной плоскости, используя нормированное уравнение плоскости.
(~r, ~n) = d - уравнение плоскости.
где . ~r — текущий радиус-вектор точки плоскости, ~n — единичный вектор нормали к плоскости, идущий из начала координат, d — расстояние от плоскости до начала координат. Так как угол ϕ между вектором ~r и нормалью ~n острый, то (~r, ~n) > 0, а, значит, d > 0.
При геометрии расположении объектов на ДЗ на рисунке 1. Определить центр масс по отношению точки ά с одной стороны.и точки С 1 с другой.
Дана прямая ά и семь точек (а.В.ζ.ε.δ.ή.γ) .расположенные по одну сторону от данной прямой . но не лежайшие на этой прямой.
Найти точку С1 . расположенную на другой стороне от точки ά .
Найти расстояние от точки ά до точки С1 по данной плоскости, используя нормированное уравнение плоскости.
(~r, ~n) = d - уравнение плоскости.
где . ~r — текущий радиус-вектор точки плоскости, ~n — единичный вектор нормали к плоскости, идущий из начала координат, d — расстояние от плоскости до начала координат. Так как угол ϕ между вектором ~r и нормалью ~n острый, то (~r, ~n) > 0, а, значит, d > 0.
При геометрии расположении объектов на ДЗ на рисунке 1. Определить центр масс по отношению точки ά с одной стороны.и точки С 1 с другой.
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Обсуждение
19.08.2020, 14:01
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Дополнение к задаче
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Об авторе:
Лучшая увеличительная линза - ноги.
Лучшая увеличительная линза - ноги.
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