Free tool · Updated October 2, 2026 · By CouponTalk · Reviewed by CouponTalk Expert Reviews on
Enter your measurements to see your result.
EOQ is the order size that keeps ordering cost plus storage cost lowest: EOQ = √(2 × yearly demand × cost per order ÷ holding cost per unit per year). Selling 1,200 units a year, with ₹500 per purchase order and a ₹200 product held at 20% a year (₹40 per unit), EOQ is 173 units. That means about 7 orders a year, one every 53 days.
EOQ = √(2 × D × S ÷ H)
D = units sold per year, S = cost per purchase order, H = holding cost per unit per year (unit cost × holding %)
Example: H = ₹200 × 20% = ₹40, so EOQ = √(2 × 1,200 × 500 ÷ 40) = √30,000 = 173 units, about 7 orders a year (one every 53 days)
EOQ assumes steady demand. Add safety stock before sale seasons and round to your supplier's carton size.
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