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🏷️ Markup Calculator

Markup is the percentage added to cost to set a selling price: price = cost × (1 + markup). A $50 cost with a 40% markup sells for $70, produces $20 profit, and yields a 28.6% gross margin. This calculator prices from cost and always shows the resulting margin so the two measures stay distinct.

最后审核: 2026-07-07

您的信息

CNY
%

结果

Selling price¥70.00
Profit¥20.00
Resulting margin28.57 %

Markup and the margin it produces

Margin produced by a markup follows margin = markup ÷ (1 + markup). The table shows the standard conversions.

Markup appliedMargin producedPrice on $100 cost
10%9.1%$110
25%20%$125
50%33.3%$150
100% (keystone)50%$200
150%60%$250
300%75%$400
  • Markup and margin converge for small percentages but diverge sharply as prices rise.
  • Cost should include all direct costs (freight, duty, packaging), not just the supplier invoice.
  • Competitive positioning, perceived value and price elasticity matter as much as arithmetic — cost-plus is a floor, not a strategy.

What is markup?

Markup is a cost-plus pricing convention: the seller adds a fixed percentage of cost on top of cost. It is popular because it is easy to apply across a catalogue — every item gets cost × (1 + markup) — and because purchasing systems record costs directly.

The resulting margin is always lower than the markup percentage, because margin divides the same profit by the (larger) selling price. A 100% markup (doubling cost) produces a 50% margin. Retail trades often speak in 'keystone pricing', a 100% markup, particularly in apparel and giftware.

Cost-plus pricing guarantees cost recovery per unit but ignores demand: it can underprice scarce products and overprice competitive ones. Many businesses use markup as a starting point and adjust for market conditions.

How to use this markup calculator

  1. Enter the unit cost of the item.
  2. Enter the markup percentage you want to apply to cost.
  3. Read the selling price, absolute profit and the gross margin the markup produces.

The formula behind markup pricing

Selling price = cost × (1 + markup%)
Profit = cost × markup%
Resulting margin % = markup ÷ (1 + markup) × 100

Worked example: cost $50, markup 40%. Price = 50 × 1.40 = $70. Profit = $20. Resulting margin = 20 ÷ 70 × 100 = 28.6%. To find the markup implied by an existing price, compute (price − cost) ÷ cost × 100.

Common mistakes

  • Treating markup as margin: a 40% markup is only a 28.6% margin — reporting it as '40% margin' overstates profitability.
  • Basing markup on incomplete cost (omitting freight, duty, payment fees).
  • Using one blanket markup across categories with very different overhead and return rates.
  • Forgetting that discounts come off price, not cost — a 20% sale on keystone pricing cuts margin to 37.5%.

常见问题

What is keystone pricing?

A traditional retail convention of applying a 100% markup — selling at double the cost. It produces a 50% gross margin. Common in apparel and giftware, less so in groceries and electronics where margins are thinner.

What markup do I need for a 30% margin?

Markup = margin ÷ (1 − margin). For a 30% margin: 0.30 ÷ 0.70 = 42.9% markup. A $70 cost item would be priced at $100.

Why is my margin lower than my markup?

Because margin divides profit by the selling price while markup divides it by the smaller cost figure. The same $20 profit on a $50 cost is a 40% markup but only a 28.6% margin at the $70 price.

Should markup include VAT or sales tax?

No. Apply markup to net cost to reach a net selling price, then add any VAT/GST/sales tax separately — tax collected is remitted to the government and is not profit.

Is a higher markup always better?

Not necessarily. Price affects demand: a markup that prices you above the market can reduce total profit even though per-unit profit rises. Markup guarantees cost recovery; it does not guarantee competitiveness.

参考文献

  1. U.S. Small Business Administration — pricing strategies guidance (cost-plus pricing).
  2. CFI (Corporate Finance Institute) — Markup vs Gross Margin reference article.
  3. Nagle & Müller, The Strategy and Tactics of Pricing — cost-plus pricing limitations.

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