1. Based on your Warner Grills model and your analysis of its results, what is the maximum profit that can be realized? (Format your answer as an integer without a dollar sign.)

Linear Programming Lab Warner Grills Warner Grills manufactures and sells two different types of grills: propane and electric. Each propane grill sells for $320 and costs $220 to manufacture. Each electric grill sells for $260 and costs $180 to manufacture. Each grill goes through four operations in the manufacturing process. The hours required by each type of grill in each of these manufacturing processes is summarized as follows: In the next production cycle, there are 2,400 hours of machine press time available, 6,000 hours of fabrication, 3,300 hours of assembly, and 1,500 hours of testing capacity. Assume Warner Grills can sell everything they make and would like to determine the production plan that would maximize profit. Formulate a linear programming model that can be used to maximize profit. Solve it to determine the production plan that maximizes profit. Questions: - Which resources, if any, are economically scarce? - By how much could the profit per propane grill decrease (all other data fixed) without changing the optimal production plan