Question

The sales tax on a table is $15.96find the purchase price The total price

Answer 1

`\begin{gathered} a)\text{ Purchase Price = \$190} \\ b)\text{ Total Price = \$205.96} \end{gathered}`

Step-by-step explanation:

Here, we want to get the purchase price and the total price

a) The purchase price before tax

In the question, we have it that the tax is 8.4% of the purchase price

Let the purchase price be $P

8.4% of this is $15.96

Mathematically:

`\begin{gathered} (8.4)/(100)*\text{ P = 15.96} \\ \\ 8.4P\text{ = 100}*15.96 \\ P\text{ = }(100*15.96)/(8.4) \\ P\text{ = \$190} \end{gathered}`

b) The total price is the sum of the tax and the purchase price

Mathematically, we have this as:

`\text{ 190 + 15.96 = \$205.96}`