Stock is cash on a shelf. Too much ties up money, takes space and goes out of date. Too little means lost sales and expensive rush orders. Two measures help you find the balance: stock turnover for the business as a whole, and the economic order quantity (EOQ) for individual items.
Stock turnover = cost of sales ÷ average stock value
Stock days = average stock value ÷ cost of sales × 365
A business with £600,000 cost of sales and £100,000 of average stock turns its stock six times a year, so stock sits for about 61 days on average. Use the average of opening and closing stock if you have both. Compare with your own figures from previous years; turnover varies a lot between trades.
Every order has a cost: the time to raise it, check it in and pay the invoice, plus delivery. Every unit held has a cost too: storage, insurance, damage, going out of date and the cash tied up. Big orders mean few order costs but high holding costs; small orders mean the reverse. The EOQ is the order size at which the two add up to the least.
EOQ = √(2 × D × S ÷ H)
Where D is yearly demand in units, S is the cost of placing one order, and H is the cost of holding one unit for a year. H is often estimated as a percentage of the unit cost.
A plumbers' merchant sells 2,400 of one valve a year. Each costs £12. Placing and receiving an order costs about £40, and the merchant estimates holding costs at 20% of stock value a year.
The merchant currently orders 1,200 at a time, twice a year:
| Order size | Ordering cost | Holding cost | Total |
|---|---|---|---|
| 1,200 (now) | 2 × £40 = £80 | 600 × £2.40 = £1,440 | £1,520 |
| 283 (EOQ) | 8.5 × £40 = £339 | 141.5 × £2.40 = £339 | £679 |
Ordering about 283 at a time saves around £840 a year on this one line. The holding cost uses the average stock, which is half the order size.
EOQ assumes demand is steady. For seasonal or lumpy items, use it as a starting point and adjust.
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