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Math

Math Snap

PROBLEM

An item costs $ 480 before tax, with a sales tax of $ 43.20. What is the sales tax rate in percentage?

STEP 1

Assumptions1. The cost of the item before tax is 480.Thesalestaxontheitemis480. The sales tax on the item is 43.203. The sales tax rate is calculated as a percentage of the cost of the item before tax

STEP 2

We can find the sales tax rate by dividing the sales tax by the cost of the item before tax and then multiplying by100 to convert it to a percentage.
Salestaxrate=(SalestaxCostbeforetax)×100%Sales\, tax\, rate = \left(\frac{Sales\, tax}{Cost\, before\, tax}\right) \times100\%

STEP 3

Now, plug in the given values for the sales tax and the cost before tax to calculate the sales tax rate.
Sales\, tax\, rate = \left(\frac{\($\)43.20}{\($\)480}\right) \times100\%

STEP 4

Perform the division to find the decimal value of the sales tax rate.
Salestaxrate=0.09×100%Sales\, tax\, rate =0.09 \times100\%

SOLUTION

Finally, multiply the decimal value by100 to find the sales tax rate as a percentage.
Salestaxrate=0.09×100%=9%Sales\, tax\, rate =0.09 \times100\% =9\%The sales tax rate is9%.

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