Illustration of a total of 85.60 dollars divided by 1.07 to give a price of 80 dollars before tax

Calculators & everyday math

How to Find the Price Before Sales Tax

Sometimes you only know the total — a receipt, a budget line, a quote that includes tax — and need the price and the tax separately. The method is a division, not a subtraction, and this guide shows why.

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Divide by 1 plus the rate

A total that includes tax is the price multiplied by (1 + rate ÷ 100). To undo that, divide: price = total ÷ (1 + rate ÷ 100). At 7%, a total of $85.60 came from $85.60 ÷ 1.07 = $80.00, so the tax was $5.60.

Why subtracting the rate is wrong

Taking 7% off $85.60 gives $79.61 — 39 cents too low. The tax was 7% of the original price, not of the total, so removing 7% of the larger total takes off too much.

Worked examples

Worked examples comparison
Total with taxRatePrice before taxTax
$85.607%$80.00$5.60
$106.636.625%$100.00$6.63
$54.078.25%$49.95$4.12
$32.408%$30.00$2.40

When the answer is a fraction of a cent off

Because the tax on the original price was rounded, dividing can land between cents: $106.63 ÷ 1.06625 is $100.0047. Round to the cent, then check by adding the tax back with the Sales Tax Calculator — $100.00 at 6.625% gives $106.63 again.

Prices that already include a tax, such as VAT-inclusive prices, are worked back the same way.

Price Before Tax FAQ

How do I remove sales tax from a total?
Divide the total by 1 plus the rate ÷ 100. At 8%, $32.40 ÷ 1.08 = $30.00.
Why can’t I just subtract the tax rate from the total?
The rate was applied to the smaller, pre-tax price. Taking the same percentage off the total removes too much.
How do I find just the tax in a total?
Subtract the price before tax from the total, or multiply the total by rate ÷ (100 + rate). At 7%, $85.60 × 7 ÷ 107 = $5.60.
Why is my answer a fraction of a cent off?
The original tax was rounded to the cent. Round the price to the cent and check it by adding the tax back.
Does this work for VAT-inclusive prices?
Yes. The arithmetic is the same for any percentage tax included in a price.

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