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Markup versus margin, and why they are never the same number

A 25% markup is a 20% margin. How Australian small businesses mix the two up, and how GST sitting on top changes the cash in the till.

Last reviewed 7 September 2026 · about 8 minutes to read · written and checked by the OzCalc editorial team

Two percentages, one pile of profit

Australian small businesses mix these up constantly, because both numbers describe the same $25. Markup asks “how much did I add on top of what I paid?”. Margin asks “how much of what the customer paid do I keep?”. business.gov.au’s finance guidance treats them as costing tools, not as interchangeable labels on a quote.

Profit  = selling price − cost
Markup = profit ÷ cost
Margin = profit ÷ selling price

Markup → margin:  margin = markup ÷ (1 + markup)
Margin → markup:  markup = margin ÷ (1 − margin)
Price from margin: selling price = cost ÷ (1 − margin)

The third line is the one that saves money. If you want to keep 30 cents of every dollar the customer pays, you cannot add 30% to cost. You have to divide cost by 0.7.

The $100 cost that keeps being misquoted

25% markup is not a 25% margin

A retailer buys a heater for $100 excluding GST and wants to talk in percentages.

25% markup
Price = $100 × 1.25 = $125. Profit = $25. Margin = $25 ÷ $125 = 20%
25% margin
Price = $100 ÷ 0.75 = $133.33. Profit = $33.33. Markup = 33.3%
30% margin
Price = $100 ÷ 0.70 = $142.86. Profit = $42.86. Markup = 42.9%
Add GST to the $125 price
Customer pays $137.50. GST on the sale is $12.50. Profit is still $25 if the $100 cost was ex-GST.

Saying “we work on 25%” without saying which 25% moves the price by $8.33 plus GST. That is enough to turn a careful quote into a loss once card fees and wastage sit on top.

TargetOn a $100 cost, chargeProfitThe other percentage
20% markup$120$2016.7% margin
25% markup$125$2520% margin
50% markup$150$5033.3% margin
20% margin$125$2525% markup
30% margin$142.86$42.8642.9% markup
50% margin$200$100100% markup

A 50% margin is a double-the-cost price, not a 50% markup. That single confusion is how “keystone pricing” gets described as 50% when it is a 100% markup.

GST sits on top, it is not a margin

GST is 10% of the GST-exclusive selling price, or one eleventh of the inclusive total — the arithmetic in how GST works in Australia. It is money you collect for the ATO. Putting it in the profit line inflates the margin on paper and leaves you short when the BAS is due.

If your supplier’s invoice is GST-inclusive and your customer’s quote is too, convert both back to exclusive figures before you calculate markup or margin. A $110 inclusive cost and a $137.50 inclusive price look like a $27.50 profit; exclusive they are $100 and $125, which is the $25 / 20% margin above.

From a unit margin to a month of rent

A healthy margin on each sale still loses money if you do not sell enough of them to cover rent, insurance and your own pay. That is break-even: fixed costs divided by the profit in one unit.

Contribution per sale = selling price − variable cost
Break-even units      = monthly fixed costs ÷ contribution per sale

Worked numbers

Rent and insurance of $4,000 a month, $125 ex-GST price, $100 cost: each sale contributes $25. You need 160 sales a month before you have covered the fixed costs, and only the 161st sale is profit in the ordinary sense. The break-even calculator is that division; the margin calculator is how you got the $25.

  • Pick one language — markup or margin — and convert before you talk to anyone else.
  • Set prices from the margin you need, not from a round markup that feels right.
  • Keep GST out of both sides of the fraction.
  • Do not discount by the same percentage you marked up.

Common questions

What is the difference between markup and margin?

Markup is profit as a percentage of cost. Margin is profit as a percentage of the selling price. The same $25 profit on a $100 cost is a 25% markup and a 20% margin, because $25 is 20% of the $125 selling price.

How do I convert a markup into a margin?

Margin = markup ÷ (1 + markup), using decimals. A 25% markup is 0.25 ÷ 1.25 = 0.20, which is a 20% margin. The other way: markup = margin ÷ (1 − margin). A 20% margin is 0.20 ÷ 0.80 = 0.25.

If I want a 30% margin, what markup do I apply?

30% ÷ 70% = 42.86%. A $100 cost has to sell for $142.86 before GST considerations. Applying a 30% markup instead — $130 — only produces a 23.1% margin.

Does GST change the margin?

GST is tax you collect, not profit. A 10% GST on a $125 ex-GST price makes the till receipt $137.50, but the profit is still $25 if the cost was $100 ex-GST. Calculate markup and margin on GST-exclusive figures unless your costs are inclusive too.

Is a 50% discount the same as reversing a 50% markup?

No. A $100 item marked up 50% sells for $150. Halving $150 is $75, which is below cost. Reversing a 50% markup means dividing by 1.5, which returns $100. Deep “half price” stickers on marked-up goods are how stock is sold at a loss.

What is break-even in this picture?

Break-even is the sales you need before total profit covers fixed costs. If each $125 sale contributes $25 after variable cost, you need 40 such sales to cover $1,000 of rent and insurance. Margin tells you the $25; break-even tells you how many times you need it.

Which number should I put on a quote?

Quote a selling price, not a markup. If you think in margin targets, convert to a price first so the customer sees one number and you still hit the margin after GST is added.

Try it with a calculator

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Sources

Estimates only. Not tax, legal or financial advice. Check official sources before relying on a figure.

Rules change and mistakes happen. If a figure on this page looks wrong, tell us and we will check it against the source.