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Price increase calculator

See how many customers you could lose after a price rise and still make the same profit, or how many more sales a discount needs just to break even.

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Your numbers

What it costs you
Gross margin: what's left of each sale after materials, stock, labour and fees.

What it means

-of your sales could go and you'd still make the same profit
-new price
-profit on each sale, was -
-more profit a month
-more profit a year

Profit a month

How many sales you can lose

Profit here is gross profit: each sale's price less what it costs you to deliver, before rent, wages and other overheads, which stay the same either way. Prices are before GST.

Calculator by Foresight Digital

How the sums work

Your overheads (rent, wages, insurance) stay the same whether you raise prices or not, so what changes is the profit on each sale: your price less what that sale costs you to deliver.

  • Raising prices: at a 40% margin, a 10% increase lifts the profit on each sale from 40% of the old price to 50%. You could lose 10 / 50, or 20%, of your sales and still make the same profit.
  • Discounting: the same 10% taken off leaves 30%. You'd need 10 / 30, or 33% more sales, just to stay even. A discount as big as your margin loses money on every sale.

The lower your margin, the more a discount costs and the more a price rise is worth, which is why low-margin businesses feel price changes most.

When customers notice a price change

How much a price change moves your sales depends on what you sell. People shop around less for things that are urgent, hard to compare or tied to trust (an emergency repair, a specialist, a service they've used for years) than for things they can compare line by line online. That's why the calculator asks for your own best guess: you know your customers better than any average.

Raising prices without losing customers

  • Tell existing customers before it happens, and why: costs, better service, more time on each job.
  • Show what they get: reviews, guarantees, response times and results make a price easier to accept.
  • Raise prices on new customers first, and on your most popular service last, if you want to test the waters.
  • Review prices once a year, in small steps, rather than one big jump after years of none. As Business Queensland puts it, "it's much easier to lower prices than to raise them", so choose a new price you can hold.

How to calculate a percentage increase

A percentage increase compares the change in price with where it started. The formula is: (new price less old price) divided by old price, times 100.

Say a dog groomer in South Melbourne moves a full groom from $80 to $88. The change is $8, and $8 divided by $80 is 0.1, so the price has gone up 10%.

Finding the new price

To raise a price by a set percentage, multiply it by one plus the percentage as a decimal. A 10% increase on $80 is $80 times 1.1, or $88. A 7.5% increase is $80 times 1.075, or $86.

Finding the old price

To work back from a new price, divide it by one plus the percentage. If a $132 price already includes a 10% increase, the old price was $132 divided by 1.1, or $120. Taking 10% off $132 would give $118.80, which undershoots.

How to calculate a percentage of a number

Multiply the number by the percentage, then divide by 100. 15% of $240 is 240 times 15, divided by 100, or $36.

A quick way to do it in your head: 10% is the number with the decimal point moved one place left ($24), and 5% is half of that ($12). Add them and 15% is $36.

Percentage decrease and discounts

A percentage decrease uses the same formula from the other side: (old price less new price) divided by old price, times 100. A $120 service sold for $96 has a 20% discount, because $24 divided by $120 is 0.2.

Rises and falls each work off a different starting price, so the same percentage up and down leaves you behind. Raise $100 by 10% and you get $110; take 10% off $110 and you land on $99. To undo a 20% discount you need a 25% increase, because the 20% came off the bigger number.

Price rises that compound

Small yearly rises build on each other, the same way compound interest does. Three rises of 5% take a $100 price to $115.76, a 15.8% increase in total, because each rise applies to the price after the last one.

That's one reason a steady yearly review is easier on customers than one big catch-up. When you explain a rise, the ABS Consumer Price Index is a useful reference point for how prices across the economy have moved.

The formula behind the calculator

The calculator turns your margin and your price change into one percentage: how far your sales can move before your gross profit changes.

  • After a price rise: sales you could lose = increase divided by (margin plus increase). At a 30% margin, a 5% rise means you could lose 5 / 35, or 14.3%, of your sales and still make the same profit.
  • After a discount: extra sales you'd need = discount divided by (margin less discount). At a 30% margin, a 5% discount needs 5 / 25, or 20%, more sales to stay even.

Both work in percentages of the old price, so put your margin in as a percentage of your current price, before GST.

Why use a price increase calculator?

Percentage maths for pricing is easy to get wrong in your head. A 10% rise feels like it should cover a 10% drop in customers, yet at a 40% margin you could lose twice that and still come out even. A calculator does the sums the same way every time, so you can try a few percentage changes in a minute and see the profit in dollars, a month and a year.

It's also a useful way to start a pricing conversation with a business partner or accountant, because everyone is looking at the same numbers.

Related tools

  • Margin and markup calculator: find your margin from a cost and a price, or the price you need for the margin you want. Use it to get the margin percentage for this calculator.
  • Cost per lead calculator: see how much of your new margin you can spend on ads to win each customer.

What does a 10% price rise look like in practice?

Here's a made-up example. Say a dog groomer in South Melbourne charges $80 for a full groom and does 200 grooms a month. Each groom costs $48 in wages, products and card fees, a 40% margin, so the grooms bring in $6,400 of gross profit a month.

Lifting the price 10% to $88 raises the profit on each groom from $32 to $40. To make the same $6,400, the groomer now needs 160 grooms. They could lose 40 grooms a month, 20% of the work, and still be no worse off. That matches the calculator: 10 divided by (40 plus 10) is 20%.

If only 10 customers leave, the groomer does 190 grooms at $40 and makes $7,600, which is $1,200 more each month. Run it the other way and a 10% discount to $72 cuts the profit per groom to $24, so the groomer would need about 267 grooms, a third more work, just to stand still.

Questions people ask

How much can I raise my prices?

Put your margin and the increase into the calculator: it shows how many sales you could lose and still make the same profit. If you expect to lose fewer than that, the increase pays.

Is a discount ever worth it?

It can be, when it brings in enough extra sales, or customers who come back at full price. The calculator shows how many extra sales you'd need, which is usually more than people expect.

Does this include GST?

Put in prices before GST. GST is collected for the ATO, so it doesn't change your profit either way.

How do I calculate a price increase percentage?

Take the old price from the new price, divide by the old price and multiply by 100. Going from $50 to $55 is $5 divided by $50, a 10% increase.

How do I add a percentage to a price?

Multiply the price by one plus the percentage as a decimal. Adding 8% to $250 is $250 times 1.08, or $270.

How do I find the price before a percentage increase?

Divide the new price by one plus the percentage. A $220 price after a 10% rise was $200 before it.

Why does a 50% discount take a 100% increase to undo?

Each percentage is worked out on a different price. Half of $100 is $50, and getting from $50 back to $100 means adding 100% of $50.