Money
Reverse Sales Tax Calculator
Last updated: May 31, 2026
Written by Blake Boege
A reverse sales tax calculator is a mathematical utility that extracts the pre-tax subtotal and the exact sales tax amount from a tax-inclusive total price. By dividing the total price by 1 plus the sales tax rate, it reverses the compounding effect of the tax addition. It is commonly used by accountants, businesses, and consumers to reconcile invoices, file sales taxes, or verify receipts.
Back out the pre-tax price from any purchase total. Input the tax-inclusive total amount and the tax rate to get an exact breakdown of the original subtotal and the sales tax paid.
Quick Answer
Back out the pre-tax price (subtotal) and the sales tax paid from a final transaction total. Simply input the total price and the sales tax rate.
Amount & Rate
The final amount you paid, including sales tax.
The percentage rate of the sales tax applied.
Pre-tax subtotal
$100.00
Total paid $108.25 minus $8.25 tax
Examples
$108.25 total price with 8.25% sales tax
Subtotal: $100.00, Tax: $8.25
$50.00 total price with 6% sales tax
Subtotal: $47.17, Tax: $2.83
$1,200.00 total price with 10% sales tax
Subtotal: $1,090.91, Tax: $109.09
How it works
To extract the pre-tax subtotal from a tax-inclusive total, divide the total by 1 plus the sales tax rate expressed as a decimal. Once you have the subtotal, subtract it from the total to find the tax amount:
Pre-Tax Subtotal:
Subtotal = Total ÷ (1 + Rate ÷ 100)
Tax Amount:
Tax = Total − Subtotal
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Frequently asked questions
A reverse sales tax calculation (sometimes called backing out tax) is the mathematical process of dividing a total receipt or invoice price by 1 plus the tax rate. This separates the original pre-tax value (subtotal) from the sales tax that was added to it.
Multiplying the final total price by the tax rate results in an incorrect, higher tax amount. This is because the total price already includes the tax. The tax rate must be applied to the original pre-tax subtotal, not the tax-inclusive total. Mathematically, you must divide rather than multiply.
It is highly useful for accounting, bookkeeping, and reconciling business receipts where only the total paid amount is written down but the pre-tax sales amount and tax need to be recorded separately. It is also helpful for vendors pricing goods inclusive of sales tax.
Yes. The math is identical. Whether it is called Sales Tax, VAT, or GST, if the tax is structured as a percentage of the subtotal, the formula to back out the pre-tax price remains the same.
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