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Carla purchased a hat for [tex]$12, a purse for $[/tex]26, and a dress for [tex]$125. The sales tax rate was 5.6 percent. What was the total amount she paid?
A. $[/tex]153.87
B. [tex]$172.13
C.
$[/tex]173.78

Sagot :

GinnyAnswer
Let's break down the problem step-by-step:

1. Calculate the total amount spent before tax:
Carla purchased three items:
- Hat for [tex]$12 - Purse for $[/tex]26
- Dress for [tex]$125 To find the total cost without sales tax, we add these amounts together: \[ 12 + 26 + 125 = 163 \] So, the total cost before tax is $[/tex]163.

2. Calculate the sales tax:
The sales tax rate is 5.6%. To find the amount of sales tax on the total cost, we multiply the total cost by the sales tax rate (as a decimal):
[tex]\[ 163 \times 0.056 = 9.128 \][/tex]

So, the total sales tax is [tex]$9.128. 3. Calculate the total amount paid: To find the total amount Carla paid, we add the total cost before tax to the sales tax: \[ 163 + 9.128 = 172.128 \] Therefore, the total amount Carla paid is $[/tex]172.128, which can be rounded to [tex]$172.13. So, the correct answer is: B. $[/tex]172.13
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