Two separate questions, one system

"When do I order?" and "how much do I order?" are two different decisions that too often get conflated into a single vague habit ("I'll order more when it looks low"). Splitting them into an explicit reorder point and reorder quantity turns inventory replenishment from a judgment call into a rule you (or a system) can execute consistently.

Reorder point: when to order

Reorder point = (Average daily sales × Average lead time) + Safety stock.

This is the on-hand inventory level that should trigger a new purchase order — not "close to zero," but a level that still has enough runway to cover normal demand through the lead time, plus your safety buffer for the abnormal case.

Worked example, continuing from How to Calculate Safety Stock: average daily sales of 12 units, average lead time of 14 days, and a calculated safety stock of 294 units.

Reorder point = (12 × 14) + 294 = 168 + 294 = 462 units.

The moment on-hand inventory hits 462 units, that's your signal to place the next order — not a rough "getting low" feeling, and not "when I run out."

Reorder quantity: how much to order

Reorder point tells you when; reorder quantity tells you how much. Three common approaches, from simplest to most rigorous:

1. Fixed lot size. Order the same quantity every time — often set by a supplier's minimum order quantity (MOQ), a container/pallet fill quantity, or simple round numbers. Easiest to manage, least optimized for cost.

2. Order-up-to level. Order enough to bring on-hand-plus-on-order inventory back up to a target ceiling (often set as some multiple of your reorder point, or a fixed number of weeks of demand). Adjusts naturally with demand changes but requires recalculating the target periodically.

3. Economic order quantity (EOQ). A formula that balances ordering cost (the fixed cost of placing and receiving a PO, regardless of size) against holding cost (the cost of storing inventory) to find the order size that minimizes total cost.

EOQ = √(2DS ÷ H)

Where D = annual demand in units, S = fixed cost per order (freight, handling, admin), H = annual holding cost per unit (storage, insurance, capital cost, shrinkage — commonly estimated as a percentage of unit cost).

Worked example. Annual demand: 12 units/day × 365 days ≈ 4,380 units/year. Cost per order: $50. Annual holding cost per unit: $2.

EOQ = √(2 × 4,380 × 50 ÷ 2) = √(219,000) ≈ 468 units per order.

That means: rather than ordering small batches frequently (racking up order costs) or one huge batch annually (racking up holding costs), roughly 468 units per order minimizes your combined cost given these inputs.

Comparing the three methods

Method Best for Trade-off
Fixed lot size New sellers, supplier-imposed MOQs, simplicity Doesn't adapt to demand changes; can over- or under-order as sales shift
Order-up-to level Sellers with fluctuating demand who want a simple adaptive rule Requires periodic recalculation of the target ceiling
EOQ Sellers who know their order and holding costs and want a cost-optimized quantity More setup; less useful if your real constraint is a supplier MOQ larger than the EOQ result

When the "right" quantity conflicts with a supplier minimum

If your calculated EOQ or order-up-to quantity comes out below your supplier's MOQ, the MOQ wins — you can't order less than they'll sell you. In that case, either negotiate a lower MOQ, accept the extra holding cost of ordering more than optimal, or look for a supplier whose MOQ better matches your actual volume. Don't quietly round up to the MOQ without recognizing that you're now carrying extra holding cost as a result — it's often still the right call, just worth knowing the trade-off you made.

Reviewing both numbers together

Reorder point and reorder quantity should be reviewed on the same cadence as your safety stock recalculation — a stale reorder point paired with a fresh reorder quantity (or vice versa) can leave you ordering the right amount at the wrong time, or the wrong amount at the right time. Treat them as one system, reviewed together.