In a linear programming problem, there are 3 binding constraints. Constraint A has slope -1.5, constraint B has slope -0.5, and constraint C has slope -0.2. The objective function's slope is -1.2. Where would the optimal solution lie? Select the correct response: a) At the intersection of constraints A and B b) At the intersection of constraints B and C c) At the intersection of constraint A and the horizontal axis d) At the intersection of constraint C and the vertical axis e) Anywhere along constraint A