Markup & Margin Calculator Australia
Free Australian markup and margin calculator. Enter your cost price plus any one of markup %, margin %, or sell price and instantly get the other two, your dollar profit, and the optional GST-inclusive price. Settles the markup-vs-margin confusion for tradies, retailers, and wholesalers, markup is profit on cost, margin is profit on the sell price. Works in GST-exclusive figures with a 10% GST toggle.
Markup and margin
ProfitWhat the item or job costs you (materials, stock, supplies). If you are not registered for GST you cannot claim it back, so use the full amount you paid.
Switching carries the current answer across, so you can check a figure from the other side.
Profit as a percentage of your cost. Negative is allowed: that is a discount or a loss leader.
- Sell price (ex GST)
- $150.00
- Before GST, labour and overheads
- Markup
- 50.0%
- $50.00 profit on a $100.00 cost
- Margin
- 33.3%
- You keep 33c of every dollar you charge, before overheads
Where each dollar of the sell price goes
- Cost of goods
- $100.00, 66.7%
- Gross profit
- $50.00, 33.3%
Gross profit only. Labour, overheads, merchant fees, freight and tax all come out of the brand-coloured slice, not the grey one.
Breakdown
Where you sit on the margin scale
Margin runs from 0% to 100% and cannot reach the top.
Your 33.3% margin is marked. A 20% margin needs a 25% markup, 33% needs 50%, 50% needs 100%, and 75% needs a 300% markup.
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Markup vs margin: what is the difference?
Markup and margin are two ways of expressing the same dollar profit, but they use a different base, and confusing them is one of the most common pricing mistakes in Australian small business. Markup is your profit as a percentage of cost. Margin is your profit as a percentage of the sell price. Because the sell price is always larger than the cost, the margin percentage is always smaller than the markup percentage for the same job.
The formulas
- Profit: profit = sell price − cost price
- Markup %: profit ÷ cost price × 100
- Margin %: profit ÷ sell price × 100
- Sell from markup: sell = cost × (1 + markup% ÷ 100)
- Sell from margin: sell = cost ÷ (1 − margin% ÷ 100)
Worked example
You buy stock for $100 and want a 50% markup. Your sell price is $100 × 1.5 = $150, giving $50 profit. That same $50 profit is only a 33.3% margin ($50 ÷ $150). If you are registered for GST and a customer asks for your price plus GST, add 10%: $150 × 1.1 = $165, of which $15 is GST you collect for the ATO, it is not part of your profit.
Converting between markup and margin
To turn a markup into a margin, use margin = markup ÷ (1 + markup). To turn a margin into a markup, use markup = margin ÷ (1 − margin). A 40% margin needs a 66.7% markup; a 50% markup is a 33.3% margin. A margin cannot reach 100% while the goods cost you something, because that would need an infinite sell price, so the margin field on this page stops at 99.9% and the calculator declines to answer at 100% or above rather than printing a zero.
What the profit figure does not cover
The number this calculator labels profit is gross profit on the cost of goods. It is the money left after you replace the stock, and nothing more. It has not paid your wages or your apprentice's, the rent, insurance, software, the ute, fuel, freight, breakage, the discount you gave to win the work, the merchant fee the card terminal takes, or income tax. A 30% margin on materials with a full day of labour against it is frequently a loss. If you are pricing a job rather than a shelf item, put your labour into the cost field, or build the quote properly and use this page for the materials line only.
Which should you track?
Set prices however suits your trade, many tradies and retailers think in markup because they add a percentage to materials. But watch your margin for profitability, because it tells you how much of every dollar of revenue you actually keep after the cost of goods. Then turn on the volume projection to see what that margin pays you in a week, a month and a year, which is the number that has to cover everything in the paragraph above.
Frequently asked questions
What is the difference between markup and margin?
Markup and margin both measure profit, but against different bases. Markup is profit as a percentage of your cost, how much you add on top of what you paid. Margin is profit as a percentage of your sell price, how much of each sale you keep. On a $100 cost sold for $150, the profit is $50: that is a 50% markup (50 ÷ 100) but a 33.3% margin (50 ÷ 150). Markup is always the larger number.
How do I calculate markup percentage?
Markup % = (sell price − cost price) ÷ cost price × 100. For example, if an item costs you $80 and you sell it for $120, your markup is ($120 − $80) ÷ $80 × 100 = 50%. To go the other way, sell price = cost × (1 + markup% ÷ 100). A markup below zero is a real answer, not an error: it is what a discount or a loss leader looks like, and this calculator will compute it down to −100%, the point where you are giving the goods away.
How do I calculate profit margin?
Margin % = (sell price − cost price) ÷ sell price × 100. For example, an item costing $80 and selling for $120 has a margin of ($120 − $80) ÷ $120 × 100 = 33.3%. Because the denominator is the sell price and not the cost, the margin is always the smaller of the two percentages.
How do I convert markup to margin?
Margin = markup ÷ (1 + markup). So a 50% markup equals 0.5 ÷ 1.5 = 33.3% margin. To convert the other way, markup = margin ÷ (1 − margin): a 40% margin is 0.4 ÷ 0.6 = 66.7% markup. This calculator does the conversion for you, just enter your cost plus any one of markup %, margin %, or sell price. Switching between the three carries the answer across, so you can check a figure by flipping to the mode you did not enter.
Can a margin ever reach 100%?
Not while the goods cost you something. Rearranging the formula gives sell price = cost ÷ (1 − margin), so a 90% margin needs a sell price ten times your cost, a 99% margin needs a hundred times, and 100% needs an infinite price. That is why the margin field here stops at 99.9% and why the calculator refuses to answer at 100% or above instead of showing you a zero. The one exception is a zero cost item, where every dollar you charge is profit: the margin is 100% and the markup is undefined, not zero, so this page prints n/a for it.
Why does feeding the reported margin back in change the sell price by a few cents?
Because the percentage on screen is rounded and the arithmetic behind it is not. A $100 cost at a 50% markup sells for $150, and the true margin is 33.3333...%, printed as 33.3%. Type 33.3 back in and you ask for a slightly smaller margin, so you get $149.93 and a 49.93% markup. Nothing is wrong, you simply gave the calculator a rounded number. Switching modes with the buttons carries the unrounded figure across (to four decimal places), which is why using the mode buttons round-trips to the cent and retyping the displayed figure does not.
Is the sell price shown GST-inclusive or GST-exclusive?
GST-exclusive, which is how you compare profitability. Turn on "Show the GST-inclusive sell price" to also see what a registered business would charge a customer with Australia's flat 10% GST added (sell price × 1.1). Markup, margin and profit do not move when you turn it on: GST is collected on behalf of the ATO, not kept as profit.
Do I add GST to the sell price if I am not registered?
No. You charge GST only when you are registered for it, and registration is compulsory once your GST turnover reaches $75,000 in any rolling 12 month period (lower for taxi, ride-sourcing and some other activities). Below that it is optional. Two things follow for this calculator. Leave the GST toggle off if you are not registered, because adding 10% to your price when you cannot remit it is not a price rise, it is an error. And if you are not registered you cannot claim the GST back on what you buy either, so your true cost is the GST-inclusive amount you paid: put that figure in the cost field, or this page will overstate your markup by about a tenth.
Does this markup cover my labour and overheads?
No. The figure this page calls profit is gross profit on the cost of goods only. It has not paid for your time, your apprentice, rent, insurance, software, the vehicle, freight, breakage, the discount you gave to win the job, or income tax. A 33% margin on materials can still be a loss once a day of labour is against it. Price the labour into the cost field, or treat this as the materials half of a quote and use the tradie quote calculator or the hourly rate calculator for the rest.
How much of my margin do card and merchant fees take?
More than most people allow for, because the fee comes off the whole sale while your profit is only part of it. On a $150 sale with $50 gross profit, a 1.6% merchant fee is $2.40, which is 1.6% of the price but 4.8% of the profit. At a 10% margin a 1.6% fee eats about a sixth of what you keep. Either build the cost of acceptance into the price you set here, or work out what a compliant surcharge would be with the card surcharge calculator, keeping in mind that surcharging rules change on 1 October 2026.
Why does weekly gross profit times four not equal the monthly figure?
Because a month is not four weeks. The projection multiplies your unit profit by 52 to get the year, then divides by 12 for the month, so a month is 4.33 weeks and monthly is about 8% above weekly times four. It is the same reason an annual figure never equals 52 times a weekly one once you round. The 52 week year is itself an approximation: a calendar year holds 52.18 weeks, and depending on where the days fall a business can bank 53 selling weeks. Treat the annual column as a run rate, not a forecast, and never as a rate for a specific 12 month period.
Are these figures accurate enough to set my prices?
The arithmetic is exact and the GST rate is the statutory 10%, so the conversion between markup, margin and sell price is right to the cent. What the tool cannot know is your real cost. If the cost field holds only materials, the margin on screen is a materials margin and it is not the margin your business runs at. Percentages display to one decimal place (more when a margin gets close to 100%), so a figure you copy out and type back in can move a sell price by a few cents. It is a pricing tool, not tax advice or a substitute for your own books.
Sources & methodology
How we calculate this
This tool converts between markup, margin and sell price with the standard pricing formulas: profit = sell − cost; markup% = profit ÷ cost × 100; margin% = profit ÷ sell × 100; sell = cost × (1 + markup% ÷ 100); sell = cost ÷ (1 − margin% ÷ 100). Enter a cost plus any one of the three and it solves for the other two. WHAT IS INCLUDED: the cost of goods you type in, and nothing else. The figure labelled profit is GROSS profit on cost of goods. WHAT IS EXCLUDED: your own labour and wages, overheads such as rent, insurance, software and vehicles, merchant and card fees, freight and delivery, shrinkage and breakage, discounts and rebates, and income tax. A healthy-looking margin here can still be a loss once those are against it. GST: the optional line applies Australia's flat 10% GST, unchanged since 1 July 2000, and is correct only if you are registered. Registration is compulsory once GST turnover reaches $75,000; GST-free and input-taxed supplies are not modelled. PRECISION: percentages display to one decimal place, and to more only where a margin comes close to 100%, so a displayed figure typed back in can move the sell price by a few cents. Use the mode buttons to round-trip exactly. VOLUME: the optional projection multiplies unit figures by 52 weeks for the year and divides by 12 for the month, so a month is 4.33 weeks. It is a run rate, not a forecast. Everything is computed in your browser; nothing you enter is stored or sent to a server.
Authoritative sources
Reviewed by Bishal Shrestha, Founder of OneBookPlus, 10+ years building tools with Australian tax-agent and BAS-agent practices. Rates and thresholds last verified: .
Disclaimer: This tool provides estimates only and is not professional advice. For decisions that affect your tax, finances, or compliance position, consult a registered professional.
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