Part of the Manufacturing & Industry suite · 26 calculators

Economic Order Quantity Calculator

The order size that minimises total cost, balancing ordering against holding.

Order too often and ordering costs mount; order too much and holding costs do.

Results update as you type
Results
Economic order quantity
1386 units
Orders per year
Days between orders
Annual ordering plus holding cost
Split at the optimum
Reorder point at this lead time
Cost of ordering 20% away from EOQ
Reviewed September 2026. Operations arithmetic: the same measures in every plant, in your own units. OSHA machine guarding and lockout/tagout standards apply regardless of throughput targets.
No account required · Google Analytics off unless allowedCalculator arithmetic runs in your browserResults update as you type
All calculations run 100% in your browser. The calculator code does not submit your figures to GlobalCalc to obtain a result.
About economic order quantity

How the economic order quantity calculator works

Order too often and ordering costs mount; order too much and holding costs do. EOQ is the quantity where the two are equal, which is also where their total is lowest — √(2DS/H), from Ford Harris in 1913.

The useful property is that the curve is flat near the bottom. Ordering 20% away from the optimum raises total cost by under 2%, so EOQ is a guide rather than a target, and rounding to a pallet or a case quantity costs almost nothing.

Its assumptions are strong and worth naming: constant demand, fixed lead time, no quantity discounts, no stockouts. Where volume discounts exist the answer usually shifts to a price break instead, and where demand is seasonal EOQ does not apply at all.

Formula: EOQ = √(2DS/H)

Worked examples

InputsEconomic order quantityNote
24,000 units a year1386 unitsEOQ 1,386
Cheaper ordering462 unitsorder more often
Expensive holding465 unitsmuch smaller orders

Frequently asked questions

What is economic order quantity?

The order size at which ordering cost and holding cost are equal, which is also where their total is lowest.

How sensitive is EOQ?

Barely. Ordering 20% away from the optimum raises total cost by under 2%, so rounding to a pallet quantity costs almost nothing.

What are its assumptions?

Constant demand, fixed lead time, no quantity discounts and no stockouts. Seasonal demand breaks it entirely.

What if my supplier offers volume discounts?

Then compare total cost at each price break rather than using EOQ directly — the answer usually shifts to a break point.

Why does quadrupling demand only double the order?

Because of the square root. Costs scale more slowly than volume, which is the whole shape of the formula.

Where these figures come from

Last checked: September 2026. Definitions follow standard operations-management practice; where plants commonly differ, the page says so.