Завдання 5. „Аналітична геометрія у просторі”

„Аналітична геометрія у просторі”

Знайти рівняння площини, що проходить через точки і відстань від точки до цієї площини.

5.1	(1; 1; *)	(2; 3; 1)	(3; 2; 1)	(–3; –7; *)
5.2	(2; 5; *)	(–3; 6; 3)	(–2; 7; 3)	(1; –1; *)
5.3	(3; 3; *)	(4; 1; –2)	(6; 3; 7)	(–5; –4; *)
5.4	(4; 1; *)	(–1; 1; 3)	(2; –2; 4)	(2; 3; *)
5.5	(5; –1; *)	(1; 2; –1)	(5; 2; 6)	(–13;–8; *)
5.6	(6; 4; *)	(–5; –3; 2)	(–2; –6; –3)	(–1; –8; *)
5.7	(7; 0; *)	(–1; 7; 1)	(4; –8; –4)	(–6; 5; *)
5.8	(8; –1; *)	(1; 2; 1)	(5; 0; –6)	(14; –3; *)
5.9	(9; 2; *)	(2; 5; 0)	(1; 2; 4)	(–3; –6; *)
5.10	(0; –1; *)	(–2; 3; 5)	(1; –5; –9)	(–4; –13; *)
5.11	(1; –5; *)	(–6; 0; –3)	(3; 6; –3)	(10; –8; *)
5.12	(2; 4; *)	(1; 5; –4)	(–5; –2; 0)	(–12; 7; *)
5.13	(3; 2; *)	(4; –1; 0)	(2; 1; –6)	(1; –6; *)
5.14	(4; –1; *)	(–9; 1; –2)	(3; –5; 4;)	(–7; 0; *)
5.15	(5; –1; *)	(–2; 0; 3)	(2; 1; –1)	(–2; 4; *)
5.16	(6; 2; *)	(1; –1; 2)	(0; 1; –1)	(2; –1; *)
5.17	(7; 0; *)	(1; 2; –1)	(2; –2; 1)	(–5; –9; *)
5.18	(8; 0; *)	(–2; –1; 6)	(1; 2; –3)	(3; –2; *)
5.19	(9; 3; *)	(–6; 0; –3)	(3; 10; –1)	(–6; 7; *)
5.20	(0; –2; *)	(–1; 2; 4)	(3; 0; –1)	(–2; 3; *)
5.21	(1; 1; *)	(0; –3; 1)	(2; –1; 5)	(–3; 4; *)
5.22	(2; 1; *)	(0; –3; 1)	(2; –1; 5)	(–3; 4; *)
5.23	(3; 3; *)	(–2; –1; –1)	(3; 1; –4)	(–11; 10; *)
5.24	(4; –5; *)	(2; 1; –4)	(0; –3; –1)	(3; 6; *)
5.25	(5; –4; *)	(5; –6; 0)	(–1; 3; –3)	(2; –10; *)
5.26	(6; –1; *)	(2; 1; 2)	(1; 1; 4)	(–3; 2; *)
5.27	(7; 3; *)	(2; 2; 1)	(–1; 0; 1)	(5; –4; *)
5.28	(8; 2; *)	(2; –3; 0)	(–1; 5; 8)	(–12; 1; *)
5.29	(9; 1; *)	(7; 5; –2)	(–7; –3; 2)	(–3; 1; *)
5.30	(0; –1; *)	(7; 2; 4)	(–5; –2; –1)	(10; 1; *)