Reverse Sales Tax Calculator
Work backwards from a total that includes sales tax to the original price. Enter the total and your tax rate to get the pre-tax price and tax paid.
Last updated
How the Reverse Sales Tax Calculator Formula Works
Divide the tax-inclusive total by 1 plus the tax rate expressed as a decimal. The difference between the total and that result is the tax you paid. You divide rather than subtract, because the tax was charged on the original price, not on the total.
This reverse sales tax calculator exists because that direction of the calculation is genuinely different from the one most people already know. Adding sales tax forward is a single multiplication: price times (1 plus the rate). Reversing it isn't the same operation run backward with a minus sign — it's a division, because the rate was never applied to the number you're holding. A $107 total at 7% tax didn't come from taking 7% of $107; it came from taking 7% of $100 and adding it on. Solving for that original $100 means undoing a multiplication, which requires division, not subtraction.
preTaxPrice = totalWithTax / (1 + taxRate / 100); taxAmount = totalWithTax - preTaxPrice- totalWithTax$The amount actually charged, sales tax already included.
- taxRate%The combined sales tax rate applied at the point of sale, including any county, city and special district portions.
preTaxPrice = totalWithTax / (1 + taxRate / 100); taxAmount = totalWithTax - preTaxPrice- totalWithTax
- $
- The amount actually charged, sales tax already included.
- taxRate
- %
- The combined sales tax rate applied at the point of sale, including any county, city and special district portions.
Using the Reverse Sales Tax Calculator
Enter total paid (tax included)$
Type the figure you already have — the result updates as you type.
Enter sales tax rate%
Any value between 0 and 99.99.
Read the result
The figure updates live as you type, so there is nothing to submit. Press Calculate if you want the answer brought into view — useful on a phone, where the keyboard covers the result panel.

A Real Worked Example
A $107.00 receipt at a 7% sales tax rate breaks down to a $100.00 pre-tax price and $7.00 of tax. Dividing 107 by 1.07 returns exactly 100. Subtracting 7% from $107.00 instead gives $99.51 — off by 49 cents, because that method takes 7% of the total rather than 7% of the original price. The gap widens as the rate rises: at a 10% rate on a $110 total, subtracting gives $99.00 against a correct $100.00.
What Else to Know
When You Actually Need to Back Into a Pre-Tax Price
Working backward from a tax-inclusive total to the original price comes up in a handful of specific, recurring situations, not as an abstract exercise. Expense reports are the most common: a business traveler submitting a hotel or restaurant receipt often needs to itemize the taxable base separately from the tax itself, because reimbursement policies and per-diem rules can treat the two differently, and a company card statement or receipt frequently shows only the final charged total. Accounting reconciliation is another.
A retailer filing a sales tax return has to report taxable sales separately from the tax collected on them, and if the point-of-sale system only exported a batch of tax-inclusive totals, someone has to reverse the calculation to get the taxable sales figure a return actually asks for.
The Minnesota Department of Revenue's own guidance for businesses walks through exactly this: a business with $10,000 in total receipts, tax included, at a 6.875% combined rate divides $10,000 by 1.06875 to arrive at $9,357 in taxable sales to report, the same division this calculator runs, published in the state's own guidance for businesses on subtracting sales tax from receipts. The third common case is simpler: checking a receipt.
If a subtotal is missing, illegible, or wasn't itemized by the register, dividing the total by 1 plus the tax rate reconstructs it in seconds, which is faster and more reliable than trying to reverse-engineer it by trial and error.
Why This Isn't Sales Tax Just Run in the Other Direction
It's tempting to assume that if adding tax means multiplying, removing tax must mean dividing by the same number in a symmetrical way — and that intuition happens to be right for the multiplication step, which is exactly why so many people get the next step wrong. The mistake is assuming the reverse operation for the tax amount itself is also symmetrical, and subtracting the tax rate as a percentage of the total instead of dividing. Forward: a $100 price at 7% tax becomes $100 × 1.07 = $107.
It looks like reversing that should just be $107 × (1 − 0.07) = $99.51, subtracting 7% back off. It doesn't work, because 7% of $107 and 7% of $100 are different numbers — $7.49 versus $7.00. The tax was only ever calculated on the smaller, original figure, so undoing it has to use that same relationship, dividing the total by 1.07 rather than multiplying it by 0.93.
This is the single most common error in reverse sales tax math, and it's an easy one to make because subtraction genuinely is the correct way to reverse an addition — it's just not the correct way to reverse a percentage that was calculated on a different base than the one you're now holding.
Two Mistakes That Throw the Answer Off
The most common real-world error isn't in the formula, it's in what gets fed into it. A receipt total that includes a tip, a shipping charge, or a non-taxable item mixed in with taxable ones isn't a clean tax-inclusive total in the sense this formula assumes — tips and shipping typically aren't taxed the same way as the merchandise itself, and running the whole blended figure through the reverse formula produces a pre-tax price that's wrong in both directions. The fix is isolating the taxable total first: the amount that actually had sales tax applied to it, nothing else.
The second common mistake is treating a state's headline sales tax rate as the rate that was actually charged. In the United States, sales tax is layered — state, county, city, and sometimes special district rates all stack on top of each other, so the combined rate at one address in a state is routinely different from the combined rate a few miles away in the same state. A rate you find in a quick search for "[state] sales tax rate" is almost always the state's base rate alone, not the full rate a specific register charged.
The rate printed on the actual receipt, or the combined rate for that specific city, is the number this calculator needs — not a state average.
Frequently Asked Questions About the Reverse Sales Tax Calculator
How do you calculate sales tax backwards from a total?
Divide the total by 1 plus the tax rate as a decimal. For a $107 total at 7%, divide 107 by 1.07 to get $100. Subtract that from the total to find $7 of tax. Never subtract the percentage from the total directly — sales tax was charged on the original price, not on the tax-inclusive amount, so subtracting always understates the true pre-tax price.
What is the reverse sales tax formula?
The formula is: pre-tax price equals total divided by (1 + rate ÷ 100). Tax paid is then the total minus that pre-tax price. This is the exact inverse of the forward calculation, where price times (1 + rate) produces the total. Because it inverts by division, the answer is precise rather than an approximation, and it round-trips exactly back to the original figure.
Why can't I just subtract the tax percentage?
Because percentages are not symmetrical. Adding 7% then subtracting 7% does not return you to the start. The 7% was calculated on the smaller pre-tax price, but subtracting 7% takes it from the larger total, so you remove too much. On a $107 total the error is 49 cents; on a $1,070 total it is $4.90. Division reverses it exactly.
How do I find the sales tax rate I was charged?
If you know both the pre-tax price and the total, divide the tax amount by the pre-tax price and multiply by 100. A $7 tax on a $100 item is a 7% rate. If your receipt shows only the total, check the retailer's location — combined rates include state, county, city and special district portions, so the rate often differs from your state's headline rate.
Does this work for VAT and GST too?
Yes. VAT, GST and HST are all calculated as a percentage added to a net price, so the same division reverses them. Enter your VAT or GST rate in place of the sales tax rate — 20% for UK VAT, 5% for Canadian GST, or your local combined rate. The arithmetic is identical; only the name and rate change.
How do I reverse-calculate an 18% GST amount?
Enter 18 as the rate and the total as the tax-inclusive amount — the same division formula applies, so a ₹1,180 GST-inclusive total divides by 1.18 to give a ₹1,000 base price and ₹180 of GST. 18% is one of India's two standard GST slabs, alongside 5%, since the GST 2.0 rate rationalization took effect on September 22, 2025, replacing the earlier four-slab structure of 5%, 12%, 18% and 28%; a separate 40% rate applies to select luxury and sin goods. There's nothing India-specific about the math itself, only the rate.
Why doesn't this calculator look up my state's rate?
Because a state rate alone is usually wrong. US sales tax is levied by state, county, city and special districts at the same time, so two addresses in one state routinely pay different totals. A built-in table showing only state base rates would give most shoppers a confidently incorrect answer. Entering the rate from your receipt is always accurate and never goes out of date.
How do I use this for an expense report or reimbursement?
Expense reports often require the taxable base separated from the tax paid, especially when a receipt shows only one final total. Enter that total and the tax rate printed on the receipt, and the calculator returns the pre-tax price and the tax amount separately. This matters for hotel, restaurant and rental car receipts, where the pre-tax figure is frequently the number a reimbursement policy or a company's expense system actually wants recorded, rather than the tax-inclusive total charged to the card.
What's the difference between calculating sales tax and reversing it?
Calculating sales tax forward starts from a known price and multiplies it by the tax rate to find what gets added on top. Reversing it starts from the opposite end: you already know the tax-inclusive total and need to find the price that produced it, which requires dividing rather than multiplying. Both directions use the same rate and describe the same transaction, but they solve for different unknowns, which is why they use different arithmetic rather than the same operation run backward.
How do businesses back out sales tax for accounting or reporting?
Retailers filing a sales tax return generally have to report taxable sales separately from the tax collected on them, not the combined total. If a point-of-sale system only exports tax-inclusive totals, the taxable sales figure is found by dividing each total by 1 plus the applicable combined rate, exactly as the Minnesota Department of Revenue's guidance for businesses describes. The result is the number a return actually asks for, with the tax portion accounted for separately from the sales figure.
Can this check whether I was charged the correct tax?
Yes. Enter the total you paid and the combined sales tax rate for that specific location, then compare the calculator's tax amount to what's itemized on your receipt. If they don't match, the discrepancy usually traces to a wrong rate assumption, a non-taxable item bundled into the total, or a rate that changed since you last checked it, rather than an error in the arithmetic itself. Comparing the two numbers is the fastest way to confirm a receipt before disputing it.
Why do two receipts from the same state show different tax rates?
Because sales tax in the United States stacks multiple layers on top of each other: a state rate, plus county, city and sometimes special district rates that apply on top of it. Two addresses in the same state, even a few miles apart, can fall under different combinations of local jurisdictions and end up with different combined rates. That's why a single statewide rate is unreliable for this calculator — the rate printed on the specific receipt is always the accurate one to use.
Does rounding on the receipt make this calculator slightly off?
Occasionally, by a cent or two. Cash registers round the tax amount to the nearest cent on every transaction, while this calculator works with the exact combined rate you enter and doesn't round until the final result. On a small purchase that rounding can shift the answer by a cent; on a larger total it becomes negligible. If the rate is entered correctly, any difference should be a rounding artifact, not a sign the formula itself is wrong.
References
- [1] Internal Revenue Service. “Sales tax deduction calculator.” IRS. Accessed 2026-08-22.
- [2] Streamlined Sales Tax Governing Board. “State sales tax rate and boundary databases.” Streamlined Sales Tax Governing Board. Accessed 2026-08-22.
- [3] Minnesota Department of Revenue. “Subtracting Sales Tax from Receipts.” Minnesota Department of Revenue. Accessed 2026-08-23.
- [4] Press Information Bureau, Government of India. “Recommendations of the 56th Meeting of the GST Council.” Press Information Bureau (PIB), Government of India. Accessed 2026-08-31.
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