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Stacked Discount Calculator

The real price after two discounts applied one after another.

Input sheet

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Stacked discounts almost never add up the way the signs suggest. "20% off, then an extra 10%" feels like 30% off, but each cut applies to an already-reduced price, so the real saving is smaller than the two percentages summed.

How it works

Each discount applies to the already-reduced price, so they multiply: 20% then 10% leaves 0.8 × 0.9 = 72% of the price.

Because the second discount is taken on what remains after the first, the discounts multiply rather than add. The order does not matter — 20% then 10% lands at the same final price as 10% then 20% — but the combined effect is always less than simply adding the percentages.

This is the same math behind "buy more, save more" tiers and coupon-on-sale-price promotions, which is why retailers can advertise large stacked percentages while protecting their margin.

Final price = Original price × (1 − First discount) × (1 − Second discount), and Effective discount % = (1 − Final ÷ Original) × 100.

Worked examples

Tips & gotchas

FAQ

Why isn't 20% + 10% equal to 30% off?

The 10% is taken on the price after the 20% is already removed, so it acts on a smaller amount. Multiplying 0.80 by 0.90 leaves 72% of the price, which is 28% off.

Does the order of two percentage discounts matter?

No. Multiplication is commutative, so 20% then 10% gives exactly the same final price as 10% then 20%.

How do I beat the stack with a dollar coupon?

A fixed-dollar coupon removes the same amount regardless of price, so apply it last — after the percentage cuts have shrunk the price — to maximize its proportional impact.

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