Given the following 2 constraints,which solution is a feasible solution for a maximization problem? (1))14x₁ + 6x₂ $\le$ 42 (2))x₁ - x₂ $\le$ 3 A)(x₁,x₂ )= (1,5). B)(x₁,x₂ )= (5,1). C)(x₁,x₂ )= (4,4). D)(x₁,x₂ )= (2,1). E)(x₁,x₂ )= (2,6).

Question

Quizplus · Accepted Answer

For a feasible solution to a maximization problem, the solution must satisfy all constraints. 
Plugging in (2,1) into both constraints: 
(1) 14(2) - 6(1) <= 42, which is true
(2) 2 - 2 <= 3, which is also true 
Therefore, (2,1) is a feasible solution.

Given the Following 2 Constraints,which Solution Is a Feasible Solution ≤\le≤

Given the Following 2 Constraints,which Solution Is a Feasible Solution $\le$