Варианты заданий

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F= -11x₁-10x₂+120х₃ → max, 7x₁-4x₂+48х₃ ≤ 13, -7x₁-8x₂+104х₃ ≤ 23, -10x₁-6x₂+72х₃ ≤ 3, x₁, x₂, х₃ ≥ 0.

F= -21x₁-20x₂+45х₃ → max, 11x₁-8x₂+18х₃ ≤ 13, -15x₁-16x₂+36х₃ ≤ 23, -16x₁-126x₂+27х₃ ≤ 3, x₁, x₂, х₃ ≥ 0.

F= -11x₁-10x₂+90х₃ → max, 7x₁-4x₂+36х₃ ≤ 13, -7x₁-8x₂+72х₃ ≤ 23, -10x₁-6x₂+54х₃ ≤ 3, x₁, x₂, х₃ ≥ 0.

F=2x₁+2x₂-x₃ -х₄ → max x₁-x₂+2x₃-x₄ ≤ 2, 2x₁+х₂-3x₃+x₄ ≤ 6, x₁+x₂+х₃+x₄ ≤ 7, x₁, x₂, х₃, x₄ ≥ 0

F= -11x₁+20x₂+45х₃ → max, 7x₁+4x₂-6х₃ ≤ 13. -7x₁+8x₂-2х₃ ≤ 23, -10x₁+6x₂+23х₃ ≤ 66. x₁, x₂, х₃ ≥ 0.

F=1,5x₁-2x₂-3x₃ -2х₄ → min 3x₁+4x₂+3x₃-x₄ ≤ 3, -2x₁-х₂+x₃+2x₄ ≤ 1, x₁, x₂, х₃, x₄ ≥ 0

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F= -11x₁-10x₂+45х₃ → max, 7x₁-4x₂+18х₃ ≤ 13, -7x₁-8x₂+36х₃ ≤ 23, -10x₁-6x₂+27х₃ ≤ 3, x₁, x₂, х₃ ≥ 0.

F=x₁+2x₂-x₃ +х₄ → max 2x₁-3x₂+x₃+x₄ ≤ 3, x₁+2х₂-x₄ ≤ 3, 3x₁+x₂+х₃ ≤ 8, x₁, x₂, х₃, x₄ ≥ 0

F=9x₁+10x₂+120х₃ → max, -x₁+4x₂+48х₃ ≤ 13, 9x₁+8x₂+104х₃ ≤ 23, 2x₁+6x₂+72х₃ ≤ 3, x₁, x₂, х₃ ≥ 0.

F=3x₁-5x₂-2x₃ +4х₄ → max 2x₁+x₃+3x₄ ≤ 17, 4x₁+х₂+x₄ ≤ 12, x₁+2x₂+8х₃-x₄ ≤ 6, x₁, x₂, х₃, x₄ ≥ 0

F=9x₁+10x₂+90х₃ → max, -x₁+4x₂+36х₃ ≤ 13. 9x₁+8x₂+72х₃ ≤ 23, 2x₁+6x₂+54х₃ ≤ 3, x₁, x₂, х₃ ≥ 0.

F=3x₁-x₂+8x₃ +2х₄-x₅+9x₆ → max -6x₁+9x₂+3x₃ –12x₅-x₆ ≤ 12, -4x₂+3х₃-3x₄+x₅-x₆ ≤ 5, 2x₁+8x₂-5х₃+6x₄-8x₅+4x₆ ≤ 20, -x₁-3x₂-4х₃-8x₄+4x₆ ≤ 10, 5x₁+x₂+2х₃+4x₄+9x₅+5x₆ ≤ 24, x₁, x₂, х₃, x₄, x₅, x₆ ≥ 0

F=15x₁+22x₂+19x₃ → max 2x₁+3x₂+2x₃ ≤ 360, x₁+2x₂+3x₃ ≤ 240, x₁+x₂+2x₃ ≤ 180 x₁+x₂+x₃ ≤ 170 x₁, x₂, x₃ ≥ 0

F=2x₁-x₂+4x₃ +х₄ → max x₁+2x₂+3x₃+x₄ ≤ 7, -3x₁+4х₂-x₃+3x₄ ≤ 15, 2x₁-5x₂+2х₃+2x₄ ≤ 2, x₁, x₂, х₃, x₄ ≥ 0

F=10x₁+20x₂+40x₃+40x₄ → max x₁+3x₂+8x₃+4x₄ ≤ 90, 2x₁+2x₂+x₃+3x₄ ≤ 80, x₁, x₂, x₃, x₄ ≥ 0

F=3x₁+4x₂+3x₃ +х₄ → max 2x₁+4x₂+8x₄ ≤ 12, 7x₁+2х₂+2x₃+6x₄ ≤ 8, 5x₁+8x₂+4х3+3x₄ ≤ 48, x₁, x₂, х₃, x₄ ≥ 0

F=900x₁+1100x₂+1500x₃ → max x₁+2x₂+4x₃ ≤ 360, 2x₁+4x₂+2x₃ ≤ 250, x₁+x₂+2x₃ ≤ 220 x₁, x₂, x₃ ≥ 0

F=4x₁+3x₂+6x₃ +7х₄ → max 2x₁+x₂+х₃+x₄ ≤ 280, x₁+х₃+x₄ ≤ 80, x₁+2x₂+х₃ ≤ 250. x₁, x₂, х₃, x₄ ≥ 0

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9x₁+10x₂+45х₃ → max, -x₁+4x₂+18х₃ ≤ 13. 9x₁+8x₂+36х₃ ≤ 23, 2x₁+6x₂+27х₃ ≤ 3, x₁, x₂, х₃ ≥ 0.

F=2x₁-3x₂+6x₃ - х₄ → max 2x₁+x₂-2х₃+x₄=24, x₁+2x₂+4х₃+x₅=22, x₁-x₂+2х₃+x₆=10. x₁, x₂, х₃, x₄, x₅, х₆ ≥ 0

F= 900x₁+1100x₂+1500х3 → max, x₁+2x₂+4х₃ ≤ 360. 2x₁+4x₂+2х₃ ≤ 250, x₁+x₂+2х₃ ≤ 220. x₁, x₂, х₃ ≥ 0.

F=x₁+3x₂-5х₄ → max 2x₁+4x₂+3х₃+2x₄=28, -3x₁+5x₂-3х₄+x₅=30, 4x₁-2x₂+8х₄+x₆=32. x₁, x₂, х₃, x₄, x₅, х₆ ≥ 0

F= 19x₁+20x₂+45х₃ → max, -5x₁+8x₂+18х₃ ≤ 13, 17x₁+16x₂+36х₃ ≤ 23, 8x₁+12x₂+27х₃ ≤ 3, x₁, x₂, х₃ ≥ 0.

F=8x₁+19x₂+7х₃ → min x₁+3x₂+3х₃ ≤ 50, 3x₁+4x₂+х₃ ≤ 25, x₁, x₂, х₃ ≥ 0.