Найти расстояние точки М0 до плоскости, проходящей через три точки М1, М2, М3.

ВариантМ1М2М3М0
1(– 3, 4, -7)(1, 5, – 4)(– 5, – 2, 0)(– 12, 7, – 1)
2(– 1, 2, – 3)(4, – 1, 0)(2, 1, – 2)(1, – 6, – 5)
3(– 3, – 1, 1)(– 9, 1, – 2)(3, – 5, 4)(– 7, 0, – 1)
4(1, – 1, 1)(– 2, 0, 3)(2, 1, – 1)(– 2, 4, 2)
5(1, 2, 0)(1, – 1, 2)(0, 1, – 1)(2, – 1, 4)
6(1, 0, 2)(1, 2, – 1)(2, – 2, 1)(– 5, – 9, 1)
7(1, 2, – 3)(1, 0, 1)(– 2, – 1, 6)(3, – 2, – 9)
8(3, 10, – 1)(– 2, 3, – 5)(– 6, 0, – 3)(– 6, 7, – 10)
9(– 1, 2, 4)(– 1, – 2, – 4)(3, 0, – 1)(– 2, 3, 5)
10(0, – 3, 1)(– 4, 1, 2)(2, – 1, 5)(– 3, 4, – 5)
11(1, 3, 0)(4, – 1, 2)(3, 0, 1)(4, 3, 0)
12(– 2, – 1, – 1)(0, 3, 2)(3, 1, – 4)(– 21, 20, – 16)
13(– 3, – 5, 6)(2, 1, – 4)(0, – 3, – 1)(3, 6, 68)
14(2, – 4, – 3)(5, – 6, 0)(– 1, 3, – 3)(2, – 10, 8)
15(1, – 1, 2)(2, 1, 2)(1, 1, 4)(– 3, 2, 7)
16(1, 3, 6)(2, 2, 1)(– 1, 0, 1)(5, – 4, 5)
17(– 4, 2, 6)(2, – 3, 0)(– 10, 5, 8)(– 12, 1, 8)
18(7, 2, 4)(7, – 1, – 2)(– 5, – 2, – 1)(10, 1, 8)
19(2, 1, 4)(3, 5, – 2)(– 7, – 3, 2)(– 3, 1, 8)
20(– 1, – 5, 2)(– 6, 0, – 3)(3, 6, – 3)(10, – 8, – 7)
21(0, – 1, – 1)(– 2, 3, 5)(1, – 5, – 9)(– 4, – 13, 6)
22(5, 2, 0)(2, 5, 0)(1, 2, 4)(– 3, – 6, – 8)
23(2, – 1, – 2)(1, 2, 1)(5, 0, – 6)(14, – 3, 7)
24(– 2, 0, – 4)(– 1, 7, 1)(4, – 8, – 4)(– 6, 5, 5)
25(14, 4, 5)(– 5, – 3, 2)(– 2, – 6, – 3)(– 1, – 8, 7)
26(1, 2, 0)(3, 0, – 3)(5, 2, 6)(– 13, – 8, 16)
27(2, – 1, 2)(1, 2, – 1)(3, 2, 1)(– 5, 3, 7)
28(1, 1, 2)(– 1, 1, 3)(2, – 2, 4)(2, 3, 8)
29(2, 3, 1)(4, 1, – 2)(6, 3, 7)(– 5, – 4, 8)
30(1, 1, – 1)(2, 3, 1)(3, 2, 1)(– 3, – 7, 6)
31(1, 5, – 7)(– 3, 6, 3)(– 2, 7, 3)(1, – 1, 2)