Helter Industries, a company that produces a line of women\'s bathing suits, hir
ID: 2493644 • Letter: H
Question
Helter Industries, a company that produces a line of women's bathing suits, hires temporaries to help produce its summer product demand. For the current four-month rolling schedule, there are three temps on staff and 12 full-time employees. The temps can be hired when needed and can be used as needed, whereas the full-time employees must be paid whether they are needed or not. Each full-time employee can produce 203 suits, while each part-time employee can produce 163 suits per month. Demand for bathing suits for the next four months is as follows: MAY JUNE JULY AUGUST 3,270 2,870 3,170 3,070 Beginning inventory in May is 408 complete (a complete two-piece includes both top and bottom) bathing suits. Bathing suits cost $40 to produce and carrying cost is 36 percent per year. Develop an aggregate plan that uses the 12 full-time employees each month and a minimum number of temporary employees. Assume that all employees will produce at their full potential each month. Calculate the inventory carrying cost associated with your plan using planned end of month levels. (Round "Inventory cost" to 2 decimal places.)
May June July August Forecast 3,270 2,870 3,170 3,070 Beginning inventory Production required Regular workforce Regular production Temp workforce Temp production Total production Ending inventory Inventory cost $ $ $ $ $Explanation / Answer
May June July August Forecast 3,270 2,870 3,170 3,070 Beginning inventory = Ending - Forecast 408 63 118 36 Production required 3,270 2,870 3,170 3,070 Regular workforce 12 12 12 12 Regular production = 12 x 203 2,436 2,436 2,436 2,436 Temp workforce 3 3 4 4 Temp production = no of temp workforce x 163 489 489 652 652 Total production = regular production x Temp production 2,925 2,925 3,088 3,088 Ending inventory = Opening + Production -Demand 63 118 36 54 Inventory cost = Total inventory available for sale x 40 + Ending inventory x 40 x 36% $ 134,227 $ 121,219 $ 128,758 $ 125,738 $ 509,942
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