You would like to construct an aggregate production plan for product CT34 for the four quarters of next year. Cost of regular production = 70 $/u Cost of overtime production = 95 $/u Inventory holding cost = 7 $/u/qtr Cost of increasing production = 80 $/u Cost of decreasing production = 110 $/u The regular production for the last quarter of this year = 1900 u Inventory level at the end of the last quarter of this year = 140 u The forecasted demand for the four quarters of next year are: 2600, 2800, 2200, and 1800 units. You want to use the chase production strategy without overtime production. Furthermore, you will keep inventory as low as possible. Stockouts (shortages) are not allowed. Construct a spreadsheet showing the production plan for next year. Calculate all related costs for the plan.
Production Plan to Produce CT34 using Chase strategy
Quarters | I | II | III | IV | Total |
Demand (units) | 2600 | 2800 | 2200 | 1800 | 9400 |
Inventory at Beginning (units) | 140 | 0 | 0 | 0 | 140 |
Quantities to be manufactured (units) | 2460 | 2800 | 2200 | 1800 | 9260 |
Inventory at end (units) | 0 | 0 | 0 | 0 | 0 |
Inventory Holding Cost | =140 units*$7=$980 | 0 | 0 | 0 | $980 |
Manufacturing cost | =1900 units*$70+560 units*$80=$177800 | =2460units*$70+340units*$80=$199400 | =2200*80=$176000 | =1800*80=$144000 | $519400 |
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