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Консультация № 186651
02.10.2012, 11:08
78.80 руб.
0
4
1
Здравствуйте, уважаемые эксперты! Прошу вас ответить на следующий вопрос:
Обсуждение
02.10.2012, 15:32
общий
это ответ
Здравствуйте, Посетитель - 375268!
Складывая оба уравнения, получим, что x1=1, а x2+x4=x3
Задача сводится к нахождению расстояния от точки (2;-1;3) до плоскости x2-x3+x4 =0 уже в трехмерном пространстве
Расстояние [$961$]o от точки
, до плоскости, заданной уравнением ax+by+cz+d=0, вычисляется по формуле:
В данном случае a=1 b=-1 c=1 d=0
(2+1+3)/[$8730$]3=2[$8730$]3, или [$961$]2=12
[$961$]2+(x1+1)2=16
Ответ:4
Складывая оба уравнения, получим, что x1=1, а x2+x4=x3
Задача сводится к нахождению расстояния от точки (2;-1;3) до плоскости x2-x3+x4 =0 уже в трехмерном пространстве
Расстояние [$961$]o от точки
, до плоскости, заданной уравнением ax+by+cz+d=0, вычисляется по формуле:В данном случае a=1 b=-1 c=1 d=0
(2+1+3)/[$8730$]3=2[$8730$]3, или [$961$]2=12
[$961$]2+(x1+1)2=16
Ответ:4
Неизвестный
02.10.2012, 23:41
общий
Адресаты:
Т.е. это техника решения сводить к трёхмерному пространству? А что делать с тем, что в точке А первая координата -1, а в уравнении получилось 1?
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