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A manager just received a new price list from a supplier. It will now cost $1.00 a box for order quantities of 801 or more boxes, $1.10 a box for 200 to 800 boxes, and $1.20 a box for smaller quantities. Ordering cost is $82 per order and carrying costs are $10 per box a year. The firm uses 3,650 boxes a year. The manager has suggested a "round number" order size of 800 boxes. The manager's rationale is that with a U-shaped cost curve that is fairly flat at its minimum, the difference in total annual cost between 800 and 801 units would be small anyway. What order size would you recommend? (Round your intermediate calculations to 2 decimal places and final answer to the nearest whole number.)
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The key points in Chapter 12 (Chapter 13) tell us that good inventory management is important for successful organizations. The key issues are when to order and how much to order.
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managerial decision modeling with spreadsheets 2nd Canadian edition end of chapter 12 solution
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