The formula
Given percent discounts d₁, d₂, …, dₙ each expressed as a decimal, the effective combined discount is 1 − (1 − d₁)(1 − d₂)…(1 − dₙ). The widget evaluates that product directly.
Single or stacked discounts, with the effective rate clearly broken out.
The trap with stacked discounts is assuming they add: 20% off plus another 10% off is not 30% off. The second discount applies to the already-discounted price, so 20% + 10% stacked is actually 28% effective. The calculator below makes the stacking explicit — add up to four discount layers and the effective combined rate shows in the result.
The pre-discount sticker price.
Start with one percent off. Tap "Stack another" to add more — coupon-on-coupon stacks, or store-discount + member-discount.
The right-most stat shows the equivalent single-discount percentage. Use it to compare offers like "50% off" vs "40% off, then 15% off".
| Stack | Naïve sum | Actual effective |
|---|---|---|
| 20% + 10% | 30% | 28% |
| 50% + 20% | 70% | 60% |
| 30% + 30% | 60% | 51% |
| 25% + 25% + 10% | 60% | ~49.4% |
Given percent discounts d₁, d₂, …, dₙ each expressed as a decimal, the effective combined discount is 1 − (1 − d₁)(1 − d₂)…(1 − dₙ). The widget evaluates that product directly.
Retailers occasionally advertise stacking offers as if they were additive. They're not — and a 50% off + 20% off promotion is 60% effective, not 70%. Useful to know before you commit to a basket.