-/1.42 points TANAPCALC10 4.5.033. My Notes Ask Your Teacher Inventory Control and Planning McDuff Preserves expects to bottle and sell 1,800,000 32-oz jars of jam at a uniform rate throughout the year. The company orders its containers from Consolidated Bottle Company. The cost of ordering a shipment of bottles is $159, and the cost of storing each empty bottle for a year is $0.35. (Assume that each shipment of bottles is used up before the next shipment arrives.) (a) How many orders should McDuff place per year if the ordering and storage costs are to be minimized? (Round your answer up to the nearest whole number.) orders (b) Using the value from (a), how many bottles should be in each shipment if the ordering and storage costs are to be minimized? (Round your answer up to the nearest whole number.) bottles C Need Help? Read It Watch Talk to a Tutor -/1.48 points TANAPCALC10 4.5.034. My Notes || Ask Your Teacher Inventory Control and Planning Neilsen Cookie Company sells its assorted butter cookies in containers that have a net content of 1 lb. The estimated demand for the cookies is 1,300,000 1 lb containers. The setup cost for each production run is $511, and the manufacturing cost is $0.53 for each container of cookies. The cost of storing each container of cookies over the year is $0.37. Assuming uniformity of demand throughout the year and instantaneous production, how many containers of cookies should Neilsen produce per production run in order to minimize the production cost? Hint: Following the method of Example 5, show that the total production cost is given by the function below. Then minimize the function C on the interval (0, 1,300,000). (Round your answer to the nearest whole number.) Cx) - 664,300,000 000 + 0.185x + 689,000 containers of cookies per production run