To remove VAT enter a price above.

VAT rate: 0.0%

Price (including VAT): $0.00

VAT amount: $0.00 (VAT payable)

Price (excluding VAT): $0.00

To add VAT enter a price above.

VAT rate: 0.0%

Price (without VAT): $0.00

VAT amount: $0.00 (VAT payable)

Price (including VAT): $0.00

How to calculate VAT? To do so, you have to calculate it using the corresponding
formula.

First, you have to divide that
23.0%, which is the VAT percentage, by 100%.
After doing the math, this totals a result of
0.23. For clarity:

Next, you have to multiply the selling price, known as the taxable base, with the VAT percentage. For example: $941.83 (which is the taxable amount) times 0.23 (the result of the above formula). This equals $216.62 (VAT amount). The formula looks like this:

This is the total price with VAT: $941.83 + $216.62 = $1,158.45

How to add VAT to a price? There is a simple, effective, and quick way that will help you to calculate the total amount or cost of VAT. This is another formula that is quite well known. It consists of adding a one to the result of the percentage of the tax that we detailed previously. That is to say: 1 + 0.23 = 1.23.

This must be multiplied with the taxable base or sales price, following the example would be $941.83. After performing the mathematical operation, you will see that this will result in a cost with VAT already included (total amount). Which means $1,158.45, the formula looks like this:

How to remove VAT? You must divide the total amount to be charged to the final consumer with the VAT percentage. If the total amount is $941.83 and the tax commission is 23.0%, this formula will give you this:

Calculate the taxable base: In the opposite case, that is to say, if you only have the total cost of the tax, you must perform another formula to know the taxable base. It simply consists of dividing the amount of the tax by 0.23, which is the corresponding percentage to charge.

In other words, if the VAT amount is $176.11 -as applied- you have to divide it by 0.23. You can see it better in this next formula:

This means that the cost of sale excluding VAT is $765.72.