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Консультация № 184977
26.12.2011, 20:41
488.73 руб.
0
3
2
Здравствуйте! Прошу помощи в решении теста по математике. Тест онлайн. На попытку 1 час. https://rfpro.ru/upload/7121
Обсуждение
26.12.2011, 20:57
общий
это ответ
Здравствуйте, Посетитель - 384181!
20-3
19-4
18:
Векторное произведение нормалей к плоскостям лежит на второй прямой и равно (7;14;7)
Его скалярное произведение с направляющим вектором первой прямой равно 7*1+14(-2)+7*3=0
Следовательно, прямые перпендикулярны.
17-1
16-3
15-3
14-3
13:
Обратная матрица:
0,125 -0,125 -0,25
0,188 -0,688 -0,375
0,083 0,25 0,167
Определитель: -0,021
12
Обратная матрица:
1,3 -0,05 -0,35
-0,4 -0,1 0,3
0,1 0,15 0,05
Определитель: -0,05
11-4
10-1
9
Матрица
-3 5 6
-11 14 -5
15 -11 10
Определитель: -614
8-4
7-2
20-3
19-4
18:
Векторное произведение нормалей к плоскостям лежит на второй прямой и равно (7;14;7)
Его скалярное произведение с направляющим вектором первой прямой равно 7*1+14(-2)+7*3=0
Следовательно, прямые перпендикулярны.
17-1
16-3
15-3
14-3
13:
Обратная матрица:
0,125 -0,125 -0,25
0,188 -0,688 -0,375
0,083 0,25 0,167
Определитель: -0,021
12
Обратная матрица:
1,3 -0,05 -0,35
-0,4 -0,1 0,3
0,1 0,15 0,05
Определитель: -0,05
11-4
10-1
9
Матрица
-3 5 6
-11 14 -5
15 -11 10
Определитель: -614
8-4
7-2
26.12.2011, 21:22
общий
это ответ
Здравствуйте, Посетитель - 384181!
1 - 3
2 - 1
3 - 2
4 - |AB-A| = |A(B-E)| = |A|·|B-E| = 24·(-13) = -312
6 - параллельно координатной плоскости, параллельно одной из осей, проходит через ось, проходит через начало координат
7 - 2
8 - 4
10 - 1
11 - 4
12 |A[sup]-1[/sup]| = 1/|A| = 1/(-20) = -0.05
13 |A[sup]-1[/sup]| = 1/|A| = 1/(-48) = -0.021
1 - 3
2 - 1
3 - 2
4 - |AB-A| = |A(B-E)| = |A|·|B-E| = 24·(-13) = -312
6 - параллельно координатной плоскости, параллельно одной из осей, проходит через ось, проходит через начало координат
7 - 2
8 - 4
10 - 1
11 - 4
12 |A[sup]-1[/sup]| = 1/|A| = 1/(-20) = -0.05
13 |A[sup]-1[/sup]| = 1/|A| = 1/(-48) = -0.021
Форма ответа
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