Answer Happy

YLIVIES Identify whether the given linear programming problem is a standard maximization problem. Maximize: P 180x+380y subject to: 4z +12y ≤ 58 42 +12y < 95 x-3y ≤0 20, y 20 If it is not a standard maximization problem, select the reasons why. (Select all that apply.) Yes, the linear programming problem is a standard maximization problem. No, the objective function must be maximized (Property 1). No, there is at least one constraint (excluding the non-negative conditions) that is not written using the inequality (Property 2). No, there is at least one constant in a constraint to the right of the S that is negative (Property 3). No, the variables must be non-negative (Property 4). 1 pts