Question 3 ( Aggregate Planning)
Sumarise the service demand management strategies that can be utilized for aggregate planning. (10)
Question 5 (Economic Order Quantity)
Ndapandula Investment CC sells about 12 000 bags of poulty grain per year. The Holding costs are N$ 50.00 per bag per year, and the Ordering costs are about N$ 100.00 per order. The Investment company operates 280 days per year.
Determine:
I. The optimal economic order quantity. (4)
II. The total annual inventory costs (4)
III. If the demand increases to 13 000 bags per year, what will the total annual inventory costs amount to? (4)
Aggregate planning strategies;
i) Optimal economic order quantity (EOQ) = square root of: [2(setup costs) (demand rate)] / holding costs.
√ {2(12000) (100)}/50 = 219.09 units
ii) Total annual inventory costs= annual holding cost + annual setup (ordering)
(50*12000)+ (280*100)
= N$ 628,000
iii) (50*13000)+(280*100)
=N$ 678,000
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