17.1 Working capital management - Inventory control Flashcards
The objectives of inventory management
- Inventory is a major investment for many entities, it is therefore essential to reduce the levels of inventory to necessessary minimum
Inventory balancing act between
- Liquidity - Reducing inventory to the lowest possible amount to minimise the level of capital employed (CE) to be funded
- Profitability - Ensuring sufficient inventory is held so as not to run out and disrupt business
The costs of high inventory levels are
- The foregone interest that is lost from tying up capital in inventory
- Holding costs - storage, stores administration & risk of theft/damage/obsolescence
Costs of low inventory levels are
- Stock outs - lost contribution, production stoppages, emergency orders
- High reorder / setup costs
- Lost quantity discounts
The challenge / objective of good inventory management is to determine
- The optimum reorder level - how many items should be left in inventory when the next order is placed
- The optimum reorder quantity - how many items should be ordered when the order is placed
(In practice, this is a trade off between holding costs and stock-out / reorder costs)
Lead time
the lag between when an order is placed and the item is delivered
Buffer inventory
the basic level of inventory kept for emergencies, because both demand and lead time will fluctuate and predictions are only based on estimates
Economic order quantity (EOQ)
the optimum order quantity for inventory items
(point where total holding costs = total ordering costs)
The aim of EOQ model is to
minimize the total cost of holding and ordering inventory
(ie. balance the variable cost of holding inventory and fixed cost of placing order)
EOQ formula
EOQ = Square of [2CoD / Ch]
Co = cost per order
D = annual demand
Ch = cost of holding one unit for one year
The following EOQ assumptions are made
- demand and lead times are constant and known
- purchase price is constant
- no buffer inventory held as it is assumed that it is not needed since demand and lead times are known with certainty (no stock outs)
Annual holding cost formula
Holding cost per unit (Ch) X Average inventory (x / 2)
x = quantity ordered
(we see an upward sloping, linear relationship between reorder quantity and total annual holding costs)
Annual order cost formula
Order cost per order (Co) X No of orders per year (D/x)
D= annual expected sales demand
x = quantity ordered
(shows a downward sloping curved relationship)
Dealing with EOQ and quantity discounts
If the EOQ is smaller than the order size needed for a discount should the order size be increased above the EOQ
Steps to determine if order size should be greater than EOQ for a quantity discount
1) Calculate EOQ ignoring discounts
2) If the EOQ is below the quantity qualifying for a discount, calculate the total annual inventory cost (including purchase cost) resulting from using EOQ
3) Recalculate total annual inventory costs (including purchase cost) using the order size required to just obtain each discount
4) Compare the costs of steps 2 and 3 with the saving from the discount and select the minimum cost alternative
5) Repeat for all discount levels