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„Аналітична геометрія у просторі”
Скласти рівняння прямої, що проходить через точку паралельно вектору
. Записати рівняння у канонічному та параметричному вигляді.
6.1 | A (1; 0; *) | B (2; –1; 3) | C (0; –3; *) |
6.2 | A (2; 3; *) | B (–1; 5; 0) | C (2; 6; *) |
6.3 | A (3; –2; *) | B (1; –1; –5) | C (–2; 1; *) |
6.4 | A (4; 0; *) | B (–3; 2; 4) | C (–1; 4; *) |
6.5 | A (5; –5; *) | B (5; –1; –3) | C (3; 0; *) |
6.6 | A (6; 5; *) | B (–4; 0; 3) | C (–3; 2; *) |
6.7 | A (7; –1; *) | B (–4; –3; 10) | C (–1; –1; *) |
6.8 | A (8; 0; *) | B (2; 7; –3) | C (1; 10; *) |
6.9 | A (9; 9; *) | B (5; 7; 11) | C (3; 5; *) |
6.10 | A (0; 0; *) | B (1; –5; –4) | C (2; –3; *) |
6.11 | A (1; –3; *) | B (–7; 2; 6) | C (–3; 2; *) |
6.12 | A (2; –1; *) | B (2; –4; 3) | C (4; –1; *) |
6.13 | A (3; 0; *) | B (2; 7; –3) | C (1; 10; *) |
6.14 | A (4; –2; *) | B (4; 3; 2) | C (1; 4; *) |
6.15 | A (5; –2; *) | B (0; 7; 8) | C (–1; 3; *) |
6.16 | A (6; 0; *) | B (12; 4; 11) | C (8; 5; *) |
6.17 | A (7; –3; *) | B (1; 9; –5) | C (6; 6; *) |
6.18 | A (8; 1; *) | B (9; 0; 2) | C (9; 2; *) |
6.19 | A (9; 1; *) | B (8; 11; –3) | C (9; 9; *) |
6.20 | A (0; 2; *) | B (1; 0; –6) | C (–9; 6; *) |
6.21 | A (1; 1; *) | B (6; 3; 3) | C (9; 4; *) |
6.22 | A (2; –4; *) | B (3; –3; –7) | C (9; 3; *) |
6.23 | A (3; –8; *) | B (–5; 5; 7) | C (–9; 0; *) |
6.24 | A (4; –5; *) | B (6; –2; 1) | C (2; –2; *) |
6.25 | A (5; 7; *) | B (–1; 8; –11) | C (–4; 3; *) |
6.26 | A (6; –1; *) | B (0; 2; –6) | C (2; 3; *) |
6.27 | A (7; 3; *) | B (0; 0; –3) | C (5; –1; *) |
6.28 | A (8; 2; *) | B (13; 14; 1) | C (14; 15; *) |
6.29 | A (9; –5; *) | B (8; 3; –1) | C (8; 5; *) |
6.30 | A (0; 6; *) | B (8; –3; 5) | C (10; –3; *) |
Дата публикования: 2015-04-06; Прочитано: 217 | Нарушение авторского права страницы | Мы поможем в написании вашей работы!