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Inventory holding cost is $5/unit/month. (Holding cost is based on ending inventories.) Hiring cost is $2,000/employee. Firing cost is $500/employee. Straight-time cost of a permanent

Inventory holding cost is $5/unit/month. (Holding cost is based on ending inventories.)
Hiring cost is $2,000/employee.
Firing cost is $500/employee.
Straight-time cost of a permanent employee is $2,000/worker/month.
Overtime cost is 1.5 straight time. (Overtime is available in increments of worker-months.)
Each worker can produce 100 units per month on straight time.
The present permanent workforce is 100 employees.
Temporary workers can be used at a straight time cost of $2,750 per month with no hiring or
firing cost. However, each temporary worker must stay for a MINIMUM
ENGAGEMENT of at least two months. Temporary workers have the same productivity
as permanent workers.
Beginning inventory, at the beginning of January, is 0 units.
a. Find the least-cost level aggregate production plan with a constant workforce. For this
plan:
(i) Find the ending inventory in June.
(ii) Find the total cost of this aggregate production plan.
b. Find the least-cost chase aggregate production plan. Production may be varied by
changing the size of the permanent workforce, using overtime, or using temporary workers.
For this plan:
(i) Find the ending inventory in June.
(ii) Find the total cost of this aggregate p
image text in transcribed
The forecast demand for an item is: January 8,000 February 10,000 March 16,000 April 6,000 May 14,000 June 12.000 Shipment Forecast Inventory holding cost is $5/unit/month. (Holding cost is based on ending inventories.) Hiring cost is $2,000/employee. Firing cost is $500/employee. Straight-time cost of a permanent employee is $2,000/worker/month. Overtime cost is 1.5 x straight time. (Overtime is available in increments of worker-months.) Each worker can produce 100 units per month on straight time. The present permanent workforce is 100 employees. Temporary workers can be used at a straight time cost of $2,750 per month with no hiring or firing cost. However, each temporary worker must stay for a MINIMUM ENGAGEMENT of at least two months. Temporary workers have the same productivity as permanent workers. Beginning inventory, at the beginning of January, is 0 units. a. Find the least-cost "level" aggregate production plan with a constant workforce. For this plan: (i) Find the ending inventory in June. (ii) Find the total cost of this aggregate production plan. b. Find the least-cost "chase" aggregate production plan. Production may be varied by changing the size of the permanent workforce, using overtime, or using temporary workers. For this plan: (i) Find the ending inventory in June. (ii) Find the total cost of this aggregate production plan. The forecast demand for an item is: January 8,000 February 10,000 March 16,000 April 6,000 May 14,000 June 12.000 Shipment Forecast Inventory holding cost is $5/unit/month. (Holding cost is based on ending inventories.) Hiring cost is $2,000/employee. Firing cost is $500/employee. Straight-time cost of a permanent employee is $2,000/worker/month. Overtime cost is 1.5 x straight time. (Overtime is available in increments of worker-months.) Each worker can produce 100 units per month on straight time. The present permanent workforce is 100 employees. Temporary workers can be used at a straight time cost of $2,750 per month with no hiring or firing cost. However, each temporary worker must stay for a MINIMUM ENGAGEMENT of at least two months. Temporary workers have the same productivity as permanent workers. Beginning inventory, at the beginning of January, is 0 units. a. Find the least-cost "level" aggregate production plan with a constant workforce. For this plan: (i) Find the ending inventory in June. (ii) Find the total cost of this aggregate production plan. b. Find the least-cost "chase" aggregate production plan. Production may be varied by changing the size of the permanent workforce, using overtime, or using temporary workers. For this plan: (i) Find the ending inventory in June. (ii) Find the total cost of this aggregate production plan

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