For the following problem, maximize or minimize objective function according to what problem asks:
A baker has at most 200 pounds of flour to make two different types of product A and B. Each of product A requires 0.5 pound of flour, and each of product B needs 0.4 pound of flour. The cost to make one of product A is 10 cents and that of B is 24 cents. The baker has at most $60 to spend. If profit is 20 cents and 30 cents for product A and B respectively, how many of each product should baker make to reduce the profit?