Inventory consists of materials, components, work-in-progress and finished goods kept by a business to support production and sales. In many enterprises a substantial portion of working capital is tied up in inventories. Effective inventory control seeks to maintain inventories at levels that are neither excessive nor inadequate - an optimum stock level that ensures smooth production and reliable sales fulfilment while minimising investment and carrying costs.
Inventory control balances these objectives so that the firm keeps sufficient stock for service and production, yet minimises the capital and running costs involved.
Common techniques used for inventory control include:
ABC analysis groups inventory items according to their annual consumption value so that management attention is focused where it matters most. Items are classified into three categories:
| Category | Approximate % of Items | Approximate % of Consumption Value | Control Emphasis |
|---|---|---|---|
| A items | About 10% | About 70% | Very strict control, close follow-up, handled by senior staff, low or no safety stocks |
| B items | About 20% | About 20% | Moderate control, periodic follow-up, handled by middle management, low safety stocks |
| C items | About 70% | About 10% | Loose control, simple checks, handled by junior staff, higher safety stocks |
Advantages of ABC analysis
The EOQ technique finds the order quantity that minimises the total annual cost, which is the sum of annual ordering cost and annual carrying (holding) cost.
Prepare a table showing number of orders per year, annual ordering cost, annual carrying cost, and total annual cost. The EOQ corresponds approximately to the order frequency that gives minimum total annual cost.
Plot annual ordering cost and annual carrying cost against order quantity. The point where the sum (total cost) is minimum - equivalently where ordering cost curve intersects carrying cost curve - indicates the EOQ.
Let:
The Economic Order Quantity is given by:
EOQ = sqrt((2 × D × S) / H) = sqrt((2 × D × S) / (C × i))
Example:
Annual demand D = 1,200 units. Ordering cost S = Rs 10 per order. Unit cost C = Rs 1.00. Carrying cost rate i = 24% = 0.24.
Ans:
EOQ calculation:
H = C × i = 1.00 × 0.24 = 0.24 (Rs per unit per year)
EOQ = sqrt((2 × 1,200 × 10) / 0.24)
EOQ = sqrt(24,000 / 0.24)
EOQ = sqrt(100,000)
EOQ ≈ 316 units
A perpetual inventory system updates records of store balances after every receipt and issue. This facilitates continuous stock control and swift detection and correction of discrepancies. The main components are:
| Bin Card | |
|---|---|
| Description of material | |
| Code No. | |
| Bin No. | |
| Normal quantity to order | |
| Maximum stock level | |
| Re-order level | |
| Date / G.R. No. / S.R. No. | Receipt / Issue / Balance |
| Stores Ledger Account | |||||
|---|---|---|---|---|---|
| Description of material | Receipts (Qty, Rate, Amt) | Issues (Qty, Rate, Amt) | Balance (Qty, Rate, Amt) | Date | Remarks |
Slow-moving, dormant and obsolete items increase inventory cost and should be identified and controlled. Definitions:
Such items should be valued at the lower of cost, replacement price or net realisable value. Steps to detect and manage these items include periodic reporting, special review for obsolescence, and calculating movement ratios or turnover rates to identify items for disposal or special action.
The I-O ratio measures the relation between the quantity of material input to a production process and the quantity of that material contained in the finished output. It helps monitor material usage efficiency and identify losses.
Formula:
I-O ratio = (Input quantity / Output quantity) × 100
Example:
If 2.0 kg of raw material is put into the process and the finished product contains 1.6 kg of that material then:
Ans:
I-O ratio = (2.0 / 1.6) × 100 = 125%
Advantages:
When substitute raw materials are available, compare the effective cost in the finished product, which is: (unit price × I-O ratio) for each alternative. Choose the material giving the lowest effective cost per unit in the finished product.
Example calculation:
Choose A1 because Rs 16.50 < Rs 16.80.
To control inventory, several stock level concepts are defined and maintained:
The upper limit for stock of an item beyond which it should not normally rise. Factors considered when setting it include rate of consumption, storage space, available capital, nature of material, market trends, risk (fire, obsolescence), and lead time.
Approximate relation:
Maximum level = Re-order level + Re-order quantity - Minimum consumption during re-order period
The lower limit below which stock should not normally fall. It protects against uncertainties such as higher-than-normal usage or delays in supply.
Minimum stock level is determined considering:
The level of stock at which a new order should be placed to replenish stock before it reaches the minimum level. Re-order level is slightly above the minimum to allow for ordering and delivery time.
Formula:
Re-order level = Average consumption during re-order period + Minimum consumption during any delay period
When stock reaches the re-order level, the purchasing process should be started so that stock arrives before minimum level is reached.
A level below the minimum stock level. If stock falls to danger level, urgent action is required to obtain supplies and prevent production stoppage or sales loss.
Material budgeting involves preparing purchase budgets for the organisation and for individual items. When preparing a material budget consider:
Purchases made are subtracted from the purchase budget in a purchase journal so that procurement staff can monitor whether they are buying too much or too little with respect to planned budgets.
Purchase procedure is the sequence of steps for procuring materials. Typical steps:
Good purchase policies and clear purchase manuals help standardise the procedure and support inventory control. The purchase order also serves as a legal document in case disputes arise.
Scrap is residue obtained incidentally in manufacturing that has small recoverable value (for example, powder or fines from tablet processing, broken containers). Surplus items are materials or components no longer required (rejected components, defective parts, obsolete materials, expired goods in a drug store).
Disposal procedures should ensure proper classification, valuation and authorised disposal to recover value and avoid accumulation of useless stock.
VED analysis classifies items by their criticality rather than value. The categories are:
In a drug store, some formulations or brands that appear frequently in prescriptions would be classified as Vital, others that are often used but less frequently as Essential, and less commonly required brands as Desirable. VED analysis helps set priorities for procurement and stock levels based on criticality.
Inventory control is about achieving a balance between service levels and investment in stock. Techniques such as ABC and VED classification, EOQ calculations, perpetual inventory records, I-O ratio analysis, correct setting of stock levels, material budgeting and disciplined purchase procedures together enable efficient inventory management, reduce costs, prevent stock-outs and improve overall operational effectiveness.