5.6. University Ceramics manufactures plates, mugs, and steins that include the campus name and logo for sale in campus bookstores. The time required for each item to go through the two stages of production (molding and finishing), the material required (clay), and the corresponding unit profits are given in the following table, along with the amount of each resource available for tomorrow's eight-hour shift. A linear programming model has been formulated in a spreadsheet to determine the production levels for tomorrow that would maximize profit. The solved spreadsheet model and corresponding sensitivity report are shown below. For each of the following parts, answer the question as specifically and completely as is possible without re-solving the problem with Solver. Notc: Each part is independent (i.e., any change made in one part does not apply to any other parts). Variable Cells Constraints Suppose a worker in the molding department calls in sick. Now eight fewer hour are available tomorrow in the molding department. How much would this affect total profit? Would it change the optimal production quantities