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Bakery Pricing Calculator

Calculate a bakery selling price from recipe cost, labour, packaging, overhead, selling fees, order size, and target profit margin.

1 · Production

What does one batch cost to make?

Start with the recipe cost, then add labour and batch overhead.

2 · Order

What does each sale add?

Order-level packaging and fixed selling fees are divided across the number of units in a typical order.

3 · Target

What margin are you aiming for?

Margin is profit divided by selling price. It is not the same as markup.

How it works

Start with your ingredient cost for a full batch. The calculator adds labour and batch overhead, divides those costs by finished yield, then adds packaging per item.

Order-level packaging and fixed selling fees are spread across the number of units in a typical order. Percentage selling fees are different because they grow with the sale price.

To hit a target margin, the calculator solves the price rather than simply adding the margin percentage to cost. If modeled cost before the percentage fee is C, selling-fee rate is p, and target margin is m, the target price is C / (1 - p - m).

Example

Suppose a 12-item batch uses $24 of ingredients, takes 60 minutes of labour at $18/hour, has $6 of batch overhead, and uses $0.25 packaging per item. If a typical two-item order adds $1 of order packaging plus a $0.30 fixed selling fee, with a 3% percentage fee and a 25% target margin, the modeled cost before the percentage fee is $4.90 per item and the target selling price is about $6.81 per item.

Limitations

The result is only as complete as the costs you enter. Waste, unsold inventory, discounts, delivery, sales taxes, special-order design time, and other costs are not added automatically.

The optional wholesale scenario uses the same order-cost and selling-fee assumptions as the retail calculation. If your wholesale channel has different fees or packaging, change those inputs before treating the result as a wholesale estimate.

FAQ

Is a 25% margin the same as a 25% markup?

No. Margin is profit divided by selling price. Markup is profit divided by cost. For example, a $10 total modeled cost sold for $12.50 produces $2.50 profit: a 20% margin but a 25% markup.

Why can some fee and margin combinations not be calculated?

If the percentage selling fee plus the target margin reaches 100%, there is no finite selling price that can satisfy both. The calculator rejects that combination instead of returning an absurd number.

Does this calculator decide what customers will pay?

No. It estimates the price required by your cost and margin assumptions. Market demand and competitor pricing are separate questions.

Need the ingredient number first? Use the Recipe Cost Calculator to calculate a batch recipe cost.