(a)Determine the range for coefficient of x1 for which point A will remain optimal. Show your work, no marks will be given for simply writing down the range.

(b) Determine the range for coefficient of x1 for which point C will remain optimal. Show your work, no marks will be given for simply writing down the range.

(c) Determine the range for coefficient of x2 for which point B will be optimal.

 

Transcribed Image Text:

J Maximize 2 = 2X₁ + 3x₂ s. t. X₂ 100 50 10x₁ +5%₂ = 600 10x + 5x₂ ≤ 600 6x, +20x₂ $.600 8x, +10 X₂ ≤ 600 (1) 8X, +10x₂=600 (2) 6x,+20%₂ 100 (2) (3) -X₂₁ M J Maximize 2 = 2X₁ + 3x₂ s. t. X₂ 100 50 10x₁ +5%₂ = 600 10x + 5x₂ ≤ 600 6x, +20x₂ $.600 8x, +10 X₂ ≤ 600 (1) 8X, +10x₂=600 (2) 6x,+20%₂ 100 (2) (3) -X₂₁ M