Final answer:
To find the corner point that minimizes the objective function c = 33x + 25y, first identify the feasible set. Then, plug in the coordinates of each corner point into the objective function and calculate the value of c. The corner point with the minimum value of c is the answer.
Step-by-step explanation:
The first step is to identify the feasible set from the given information. The feasible set is the set of all points that satisfy the constraints of the problem.
Once you have the feasible set, you need to evaluate the objective function, which in this case is c = 33x + 25y. Plug in the coordinates of each corner point from the feasible set into the objective function and calculate the value of c.
Compare all the values of c and determine the corner point that minimizes it. That corner point will be the answer to the question.