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Packaging Order Size Cost Comparison Calculator

Model full equal batches, constant consumption and average cycle stock of half a batch. Show final surplus separately. The holding approximation excludes extra retained final surplus and safety stock.

Use a saved product specification (optional)

Enter your values

First time using this calculator?

Replace the example values with figures from your supplier sheet or measurements. Choose the unit beside each value. Results update as you type; fix any highlighted field before using the result.

GSM means grams per square metre. Net weight excludes the core and other packaging. MOQ means the minimum order quantity. An optional field can stay blank unless the result you need depends on it.

Prices keep the selected currency; changing its label does not convert an exchange rate. Save or export the result after checking your inputs.

units
units
Help with order quantity a

Enter the usable quantity you actually need. Waste, pack rounding or minimum order effects are added separately where required.

units
Help with order quantity b

Enter the usable quantity you actually need. Waste, pack rounding or minimum order effects are added separately where required.

EUR
EUR
EUR
EUR

Label only; no exchange-rate conversion.

Results update as you edit. Nothing is saved until you choose to.
Example result — replace the inputs

A approximate period cost

€13,300.00
B approximate period cost€11,500.00
A full-batch surplus0.00 units
B full-batch surplus0.00 units

Approximate period cost = ceil(Demand/Batch) × (Batch × Price + Order expense) + Batch/2 × Annual holding expense

annual = 120000; a = 10000; b = 30000; pa = 0.1; pb = 0.09; fee = 100; hold = 0.02 → A approximate period cost = 13300 currency; B approximate period cost = 11500 currency; A full-batch surplus = 0 units; B full-batch surplus = 0 units
Example result — replace the sample valuesThe formula works, but the values are illustrative.

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This is an illustrative example. Saved or transferred values must be checked against your job.

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Calculated from your inputs. Confirm specifications with your supplier.

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Vary one input and inspect a approximate period cost

All other entered inputs stay fixed. Ranges are your scenarios, not statistical confidence or supplier performance predictions. This uses the same validated calculator engine.

The formula, made clear.

Approximate period cost = ceil(Demand/Batch) × (Batch × Price + Order expense) + Batch/2 × Annual holding expense

Model full equal batches, constant consumption and average cycle stock of half a batch. Show final surplus separately. The holding approximation excludes extra retained final surplus and safety stock.

How to use this calculator

  1. 01

    Confirm units over one 12-month scenario, order quantity a, order quantity b, price per unit a, price per unit b, fixed expense per order, annual holding expense per average unit.

  2. 02

    Enter consistent units; zero means a confirmed absence of a charge or allowance.

  3. 03

    Review the arithmetic, rounding and limitations before using the result in a purchasing decision.

A calculation you can check

A: EUR 12,000 material + EUR 1,200 order charges + EUR 100 approximate holding = EUR 13,300.

Units over one 12-month scenario
120000 units
Order quantity A
10000 units
Order quantity B
30000 units
Price per unit A
0.1 EUR
Price per unit B
0.09 EUR
Fixed expense per order
100 EUR
Annual holding expense per average unit
0.02 EUR
annual = 120000; a = 10000; b = 30000; pa = 0.1; pb = 0.09; fee = 100; hold = 0.02 → A approximate period cost = 13300 currency; B approximate period cost = 11500 currency; A full-batch surplus = 0 units; B full-batch surplus = 0 units
A approximate period cost€13,300.00

Check the displayed formula and units against your quotation. Use measured GSM, net weight and actual layout dimensions where available. Default densities are planning assumptions, not certified material properties. Calculated cost does not certify strength, compatibility or safe loading.

Method, units and material assumptions ↗