With a daily demand standard deviation of 20 units and a 7-day lead time, the safety stock is 87.3 units (Z = 1.65 for the target service level).
Safety Stock = Z × σdemand × √(lead time) = 1.65 × 20 × √7 ≈ 87.3 units
| Parameter | Value |
|---|---|
| Z-score (service level) | 1.65 |
| Safety stock | 87.3 units |
Safety stock buffers against demand variability during lead time. Higher service levels increase Z and required stock.
Safety Stock = Z × σ(daily demand) × √(lead time in days). Example: 1.65 × 20 × √7 ≈ 87 units.
It depends on your target service level and demand variability. MADES AI computes it from your demand data.