Climate Control, Inc. makes expedition-quality rain gear for outdoor enthusiasts. Management prepared a forecast of sales (in suits) for next year and now must prepare a production plan. The company has traditionally maintained a level workforce strategy. All nine workers are treated like family and have been employed by the company for a number of years. Each employee can produce 2,000 suits per month. At present, finished goods inventory holds 24,000 suits. The demand forecast follows:
a. Management is willing to authorize overtime in periods for which
regular production and current levels of anticipation inventory do
not satisfy demand. However, overtime must be strictly limited to
no more than 20 percent of regular-time capacity. Management wants
to avoid stockouts and backorders and is not willing to accept a
plan that calls for shortages. Is it feasible to hold the workforce
constant, assuming that overtime is only used in periods for which
shortages would occur?
b. Assume that management is not willing to authorize any overtime. Instead, management is willing to negotiate with customers so that backorders may be used as a supply option. However, management is not willing to carry more than 5,000 suits from one month to the next in backorder. Is it feasible to hold the workforce constant, assuming that a maximum backorder of 5,000 suits may be maintained from month to month?
c. Assume management is willing to authorize the use of overtime over the next 4 months to build additional anticipation inventory. However, overtime must be strictly limited to no more than 20 percent of regular-time capacity. Management wants to avoid stockouts and backorders and is not willing to accept a plan that calls for shortages. Is it feasible to hold the workforce constant, assuming that overtime is only used in months 1 through 4? If not, in which months would additional overtime be required?
Please use excel solution and post the table in formula auditing mode as well so that I may see how the cells were solved. Thank you!
The company has 9 workers and each can produce 2000 units per month. This means the regular production capability for a month is 2000*9 = 18000. The annual production capability is 18000*12 = 216000. In addition we have 24000 units in hand. This means in total we could have (only using regular production) 240,000 units.
The total annual demand is (calculated by adding all the demands) = 240,000. This means, theoretically we should not even need overtime. However, that may not hold true if we do not want to face backorder or stock out.
Let’s plot the month, demand and the three options on a table and see if the solutions are feasible or not.
For the first part, the overtime limit is 20% of the regular capacity. This means 18000*0.2 = 3600 units. The condition here is that we will use overtime only for the months where there are shortages. As we can see from the table, that we will face shortage on month 6 and the overtime production of 3600 units will not be sufficient to avoid backorders or stock out.
The answer is it is not feasible.
The second problem states that we will not use overtime. However we are willing to accept backorder up to a limit of 5000 units. However, in this way, we can see that in the month 7 we will face a backorder of 13000.
The answer is it is not feasible.
The third problem states that we will use overtime in the first four months. The overtime limit is again 20% so 3600 units. However, the organization also wants to avoid stock outs. This means the organization cannot have a negative ending inventory. In order to be safe we began with 3600 units of overtime production for all four months. However, we can see that in the month 8 we will face stock out issue.
The answer is it is not feasible. Additional overtime will be required for month 8.
Climate Control, Inc. makes expedition-quality rain gear for outdoor enthusiasts. Management prepared a forecast of sales...
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