Линейная алгебра и аналитическая геометрия. Липилина В.В. - 19 стр.

Продолжение таблицы 4
 Номер    Целевая
                                                 Система неравенств                               Матрица А
варианта функция
   10     (5, -1)     (9, 4, ≤ 36; -3, 4, ≥ -6; 6, 7, ≤ 42; -1, -1, ≤ 4; 0, 1, ≤ 5)        (0, 1, 1, 0)
   11        (1, 5)        (1, -1, ≥ -3; 1, -1 ≤ 0; 6, -5 ≤ 30; 1, 0, ≤ 4; 1, 0, ≥ 0)      (0, 2, 2, 3)
   12        (-1, -1)      (-3, 4, ≤ 12; 2, 1, ≤ 16; 1, -1, ≤ 4; 1, 1, ≥ 1; 0, 1, ≤ 5)     (25, -2, -2, 25)
   13        (1, 1)        (-1, 1, ≤ 3; -5, 2, ≥ 10; 7, 5, ≤ 35; 2, 1, ≥ -2)               (5, 6, 6, 0)
   14        (-1, -2)      (-2,3, ≤ 6; 2, 3, ≤ 12; -2, -1, ≤ 2; -4, 3, ≥ -12)              (4, -12, -12, -11)
   15        (3, -7)       (-1, 2, ≤ 4; 5, -2, ≤ 10; 1, 1, ≥ -3; 0, 1, ≤ 3)                (7, 12, 12, 0)
   16        (3, -4)       (2, -3, ≤ 12; 5, -3 ≥ 15; 1, 0, ≥ 4; 0, 1, ≤ 4)                 (1, 3, 3, 1)
   17        (5, 1)        (2, -1, ≥ -4; 2, -5, ≤ 10; 1, 0, ≤ 7)                           (3, -1, -1, 3)
   18        (-1, 2)       (1, 1, ≥ -2; 3, 2, ≤ 12; -3, 4 ≥ -12; 1, 0, ≤ 3; 0, 1, ≤ 3)     (5, 2, 2, 2)
   19        (-1, -2)      (2, 3, ≥ -6; -3, 1, ≤ 3; 1, -5, ≤ 5; 1, 3, ≤ 2)                 (6, -2, -2, 3)
   20        (-1, 2)       (2, 1, ≥ 2; -1, 3, ≥ 0; 1, 1, ≤ 7; 3, -1, ≤ 6)                  (23, 36, 36, 2)
   21        (1, -3)       (1, -1, ≥ -3; 8, 5, ≤ 40; 2, 4, ≥ -8; 2, 1, ≥ 0)                (29, 12, 12, 71)
   22        (2, 2)        (3, -4 ≤ 0; 8, 7, ≤ 56; 4, 3, ≥ 6; 3, -2 ≥ -12)                 (9, -2, -2, 6)
   23        (3, -1)       (5, 3, ≤ 15; -3 2, ≤ 6; 1, -1, ≤ 5; 1, 1, ≥ -1)                 (3, -2, -2, 0)
   24        (2, 1)        (2, 1, ≤ 4; 2, 3, ≥ 6; 2, -5, ≤ 0; 1, 0, ≥ 0)                   (5, 2, 2, 8)
   25        (4, -1)       (13, 10, ≤ 65; 3, -1, ≥ 0; 1, -2, ≥ -4; 1, 0, ≤ 4; 0, 1, ≥ 0)   (2, 3/2, 3/2, 4)
   26        (2, 6)        (2, -1 ≥ 0; 15, 7, ≤ 105; 4, -7, ≤ 14; 0, 1, ≤ 6)               (2, 2, 2, 5)
   27        (2, 2)        (2, 1, ≥ 2; 1, 3, ≥ 3; 3, -1, ≥ 0; 3, -1, ≤ 6; 1, 1, ≤ 5)       (2, 3, 3, -6)
   28        (-1, 1)       (1, -1, ≥ -4; 2, -3, ≤ 6; 2, -1, ≥ 0; 3, 5, ≤ 15; 1, 0, ≥ -2)   (1, -3, -3, 1)
   29        (4, -1)       (2, 1, ≤ 8; 1, 1, ≥ 1; -4, -5, ≤ 20; 0, 1, ≤ 4)                 (3, 6, 6, 3)
   30        (1, -4)       (1, -1, ≥ -3; 2, -1, ≤ 2; 1, 2, ≥ -2; 1, 0, ≤ -3; 0, 1, ≤ 7)    (13, 3, 3, 5)
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