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3. Mr. San bought 2 magazines for $9.99 and 2 books for

$8.95 each. If the sales tax is 7%, what is the total cost of
Mr. San's purchases? Round to the nearest cent.

User Kafuchau
by
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1 Answer

3 votes

Final answer:

To find Mr. San's total purchase cost including a 7% sales tax, we calculated the total cost of items before tax ($37.88), then determined the sales tax ($2.65 after rounding), and finally added them together to reach a total of $40.53.

Step-by-step explanation:

Mr. San bought 2 magazines for $9.99 and 2 books for $8.95 each. If the sales tax is 7%, we need to calculate the total cost of his purchases including tax. To find the total cost before tax, we simply add the cost of the magazines and books:

  • Cost of magazines: 2 x $9.99 = $19.98
  • Cost of books: 2 x $8.95 = $17.90
  • Total cost before tax: $19.98 + $17.90 = $37.88

Next, we calculate the sales tax by converting the percentage to a decimal and multiplying it by the total cost before tax. Then, we add the sales tax to the total cost before tax to find the final total cost.

  • Sales tax rate as a decimal: 7% = 0.07
  • Sales tax amount: 0.07 x $37.88 = $2.6516
  • Round total sales tax to the nearest cent: $2.65
  • Final total cost: $37.88 + $2.65 = $40.53

Therefore, the total cost of Mr. San's purchases, including a 7% sales tax, is $40.53 when rounded to the nearest cent.

User Danny
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