Пространства геометрических и арифметических векторов
Установите, ортогональны ли геометрические векторы, заданные своими координатами относительно прямоугольной системы координат


5.01.

 = (3, – 7, 0) и = (0, 4, 3);

5.02.

 = (– 3, 4, 2) и = (0, 4, 3);

5.03.

 = (8, 7, 6) и = (10, 6, 2);

5.04.

 = (– 2, 10, 2) и = (1, 4, 3);

5.05.

 = (10, – 7, 3) и = (6, – 4, 7);

5.06.

 = (– 6, 8, 10) и = (1, 1, 1);

5.07.

 = (3, 12, 5) и = (4, – 10, 7);

5.08.

 = (0, 1, 1) и = (– 5, 8, 10);

5.09.

 = (– 4, 7, 5) и = (7, 1, 8);

5.10.

 = (1, 0, 2) и = (7, 6, – 4);

5.11.

 = (4, 2, – 3) и = (– 1, 2, 5);

5.12.

 = (– 1, 3, 6) и = (2, – 4, 8);

5.13.

 = (6, 8, 1) и = (– 7, 4, 10);

5.14.

 = (0, – 4, 3) и = (– 3, 5, 4);

5.15.

 = (2, 3, – 4) и = (2, – 2, 2);

5.16.

 = (1, 2, – 8) и = (2, – 6, – 3);

5.17.

 = (4, 8, 1) и = (1, – 1, 4);

5.18.

 = (5, 2, – 5) и = (1, 3, – 3);

5.19.

 = (5, – 3, 0) и = (6, – 10, 5);

5.20.

 = (4, 2, – 3) и = (0, 3, – 2);

5.21.

 = (3, 4, – 3) и = (–7, 2, 4);

5.22.

 = (1, 4, 5) и = (– 2, 1, 3);

5.23.

 = (8, – 3, 1) и = (– 2,– 3, 3);

5.24.

 = (2, 0, – 5) и = (5, 1, 2);

5.25.

 = (7, 2, – 2) и = (6, – 20, 1);

5.26.

 = (3, 1, 8) и = (4, 4, – 2);

5.27.

 = (3, 5, 7) и = (4, – 2, 3);

5.28.

 = (4, 2, – 1) и = (2, 3, 5);

5.29.

 = (– 4, 5, 2) и = (– 3, 0, – 6);

5.30.

 = (6, – 3, – 2) и = (4, 8, 0);

5.31.

 = (1, 10, – 3) и = (2, – 4, 4);

5.32.

 = (1, 2, – 3) и = (2, 5, 4);

5.33.

 = (3, 2, – 3) и = (4, – 6, 0);

5.34.

 =( 4, – 2, – 5) и = (– 1, – 2, 4).