How to remove VAT from a price: £240 divided by 1.20 equals £200 net, with £40 VAT

How to Remove VAT from a Price (Reverse VAT Formula)

Quick answer: to remove VAT, divide the gross price by 1 plus the VAT rate as a decimal. At 20%, divide by 1.2: £240 ÷ 1.2 = £200 net, so the VAT is £40. Try it with the reverse VAT calculator.

How to remove VAT from a price: £240 divided by 1.20 equals £200 net, with £40 VAT
Image: vatcalculatorr.com

The reverse VAT formula

Net = Gross ÷ (1 + Rate ÷ 100)
VAT = Gross − Net = Gross × Rate ÷ (100 + Rate)

Why subtracting 20% gives the wrong answer

VAT was calculated on the net price, not on the gross price. £240 minus 20% is £192, but £192 + 20% is only £230.40, not £240. Dividing by 1.2 gives £200, and £200 + 20% = £240, which checks out.

Examples

Gross Rate Calculation Net VAT
£240 20% 240 ÷ 1.20 £200.00 £40.00
R 690 15% 690 ÷ 1.15 R 600.00 R 90.00
AED 84 5% 84 ÷ 1.05 AED 80.00 AED 4.00
€61.50 23% 61.50 ÷ 1.23 €50.00 €11.50

The VAT fraction

To find the VAT inside a gross price in one step, multiply by rate ÷ (100 + rate). At 20% that’s 20/120, or 1/6. At 15% it’s 15/115, or 3/23. At 5% it’s 5/105, or 1/21.

VAT fraction table: VAT is 1/6 of a gross price at 20%, 3/23 at 15% and 1/21 at 5%
Image: vatcalculatorr.com

Skip the maths with the reverse VAT calculator, or compare VAT inclusive vs exclusive prices.

Sources: Official reference: HMRC’s VAT guide (Notice 700) covers VAT-inclusive pricing and the VAT fraction.

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