Assuming we are given the formulation of a linear programming (LP) problem. To find the optimal solution of this LP problem, we are using the graphical method. if there is a point on the graph that satisfies all of the constraints at the same time, this point must be:

a) An optimal solution point.

b) At the intersection of the profit line and a constraint

c) A corner point.

d) At the intersection of two or more constraints.

e) At the intersection of the nonnegativity constraints

f) None of the above

Please Explain!