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a. Berjaya private school annually uses 1200 units of plastic rulers for its mathematics courses. The rulers cost RM1 each, t

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Answer #1

i.

Annual demand of rulers = 1200

Holding cost = 0.1 % of purchase cost per month per rule = 0.1% * 12 * 1 = 0.012 RM (annual holding cost per year per ruler)

Order cost per order =15 RM

Increased demand of rulers = 2400

We will user Economic order quantity (EOQ) method to estimate optimal order quantity of rulers before and increase of demand

EOQ = square root (2 * Annual Demand * Setup cost per order/ Holding cost per unit per year)

EOQ (Before) = square root (2*1200*15/0.012) = 1732 approximately

EOQ (After) = square root (2*2400*15/0.012)= 2450 approximately

Total cost (Before) = (Order quantity/2) * Holding cost per unit per year + (Demand/ Order quantity)* Ordering cost per order

Total cost (Before) = (1732/ 2)*0.012 + (1200/1732)*15 = 10.392 + 10.393 = $20.79

Total cost (After) = (2450/ 2)*0.012 + (2400/2450)*15 = 14.7 + 14.7 = $29.4

ii

Revised Demand = 2400 rulers

Cost per unit (second supplier) =0.85 RM per unit

Holding cost (second supplier) = 0.85 *0.1%*12 = 0.0102

Order size = At least 800 units (in multiples of 100)

Since the holding cost is reduced, school can now order complete 2400 orders at one go.

Total cost in that case would be

Total cost (second supplier ) = (Order quantity/2) * Holding cost per unit per year + (Demand/ Order quantity)* Ordering cost per order

Total cost (second supplier ) = (2400/ 2)*0.0102 + (2400/2400)*15 = 12.24 + 15 = $27.24

Since total cost of second supplier ($27.24) is lower than first supplier ($29.4) hence the school management should switch to new firm.

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