Asmall company who makes life size board games to sell on etsy makes a profit of $25 per giant jenga and $45 per giant chess game. the company can produce at most 40 giant jenga games and at most 20 chess games. total production cannot exceed 50 items per week. how many items of each kind should be produced per week in order to maximize the profit? 1. what is the objective function? 2. show all constraints: 3. what are the vertices? 4. how many of each kind should be produced to maximize the profit?