Math

Discount Calculator

Work out the sale price and how much you save after a percentage discount. Free online discount calculator.

Calculator

How it works

Subtract the discount amount from the original price.

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About the Discount Calculator

See the sale price and your savings after a percentage discount. Enter the original price and the discount rate to compare deals while you shop.

How to use it

Enter the full price and the advertised discount percentage. You instantly see the final price and the amount saved, which is useful before you reach the till.

Formula

Sale price = price × (1 − discount ÷ 100)

Worked example

20% off 100 = 100 × 0.80 = 80, so you save 20.

Understanding your result

The main figure is what you will actually pay. The detail line shows the saving in money, so you can judge whether a '30% off' sticker is worth the effort in real terms.

When it is useful

Common mistake

Adding two discounts together. 20% off followed by another 10% is 28% in total because the second discount applies to the already-reduced price. Run the calculator twice to see the true figure.

Where a single discount is enough

One discount, one price, one answer: this page is settled maths for the standard sale sticker — 30% off a jacket, 15% off a course fee, 20% off a subscription. It converts what feels like a saving into exact money, which is where the shopping decision really happens: 40.50 off 135 feels abstract; walking out paying 94.50 does not.

Use additional tools when the offer is not single. Two stacked discounts must be applied one after the other (see below — they multiply, they do not add). "Buy one get one half price" is a 25% discount only when the two items cost the same. And a "free gift worth X" needs your honest value judgement, not a calculator. The original price matters too: if a shop quietly raised the pre-sale price a week before, no arithmetic can rescue the deal — that is a data question, and price-tracking history is the antidote.

A worked example, step by step

Problem: a jacket costs 135 with 30% off today; the till adds a loyalty extra of 10% more off. What do you really pay?

  1. First discount: 135 × 0.70 = 94.50, a saving of 40.50.
  2. Second discount applies to 94.50, not to 135: 94.50 × 0.90 = 85.05.
  3. Total paid: 85.05 versus the sticker 135 — a saving of 49.95.
  4. Combined rate: 1 − 85.05/135 = 37%, not the 40% the two numbers suggest.

Order does not matter with two multipliers, but the identity does: discounts compound on whatever base they find, which is why "30% + 10%" is never 40%.

Sale prices on a 120 item

DiscountYou payYou save
10%108.0012.00
15%102.0018.00
20%96.0024.00
25%90.0030.00
30%84.0036.00
40%72.0048.00

Notice each saving is exactly its discount rate of the original price — the saving column grows linearly even though the paid column does not.

Mistakes discount maths invites

  • Adding stacked rates. 30% then 20% is 44% off total, because the second cut bites into the reduced price.
  • Computing savings of the sale price. The saved amount is measured against the original; the sale price is the wrong base.
  • Trusting the anchor. A lofty "was 299" that nobody paid adds fake savings. Judge the item's real street value instead.
  • Comparing 20% off two different prices. Percentages only compare within the same base; two cheaper items can share a rate and different savings.
  • Forgetting tax or shipping. A big discount on a small basket can be offset by delivery; the paid figure that matters includes extras.

Keep exploring

Frequently asked questions

How do I find the original price from a sale price?

Divide the sale price by (1 − discount ÷ 100). A price of 80 after 20% off was 100 before.

Do two discounts add up?

Not exactly. 20% off followed by 10% off equals 28% in total, not 30%, because the second applies to the reduced price.

A 15% cut followed by a 12% cut: how big in total?

1 − 0.85 × 0.88 = 25.2%, not 27%, because the second discount applies to the already-reduced price.

A shirt costs 84 and is 15% off: final price?

84 × 0.85 = 71.40, a saving of 12.60.

I paid 136 after a 20% discount: what was the original price?

136 ÷ 0.80 = 170. To reverse a discount, divide by the multiplier instead of adding the percentage back.

'Extra 25% off' on an item already 40% off at 90: what do I pay?

90 × 0.60 = 54, then 54 × 0.75 = 40.50. That is 55% off the original — not 65%.

Related guides

Page reviewed 21 October 2026. Results are estimates for general information. See the methodology and disclaimer.

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Show your working

Every tool lists its formula and a worked example, so you can verify the answer yourself.

Understand the result

Each page explains how to read the result, when to use it and the mistakes to avoid.

Clear limits

Estimates are labelled as estimates. Read how we work on the methodology page.

Free online tools for everyday tasks

Use the tools above for everyday calculations, conversions, planning and text processing. Check your inputs before relying on results for financial, medical or other important decisions.

Financial estimates are illustrative and may exclude fees, taxes or other costs. Health-related estimates are not medical advice. See the disclaimer.