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Chase goes out to lunch. The bill, before tax and tip, was $11.90. A sales tax of 9% was added on. Chase tipped 17% on the amount after the sales tax was added. What was the total cost of the meal, plus tax and tip? Round to the nearest cent.

Chase goes out to lunch. The bill, before tax and tip, was $11.90. A sales tax of-example-1

2 Answers

8 votes

Answer:

$15.17

Explanation:

First we calculate the value for the sales tax:


11.90 * (9)/(100 ) = 1.07

we then add the value for the sales tax ($1.07) to the initial bill:


11.90 + 1.07 = 12.97

We were instructed to calculate the tip after the sales tax was added so:


12.97 * (17)/(100) = 2.20

after we will add the value for the tip to the value that we have for the bill ( this is the new value that includes the sales tax) to find the total cost:


12.97+ 2.20 = 15.17

Therefore the total cost for his mean is $15.17

User Sanaz
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9 votes

Chase's meal cost $11.90. After adding 9% sales tax and a 17% tip, the total rounded cost was approximately $15.18.

To calculate the total cost of the meal, including tax and tip, follow these steps:

1. Calculate Sales Tax:

Multiply the bill amount by the sales tax rate to find the sales tax.


\[ \text{Sales Tax} = \text{Bill Amount} * \left(\frac{\text{Sales Tax Rate}}{100}\right) \]


\[ \text{Sales Tax} = $11.90 * \left((9)/(100)\right) \]


\[ \text{Sales Tax} \approx $1.071 \]

2. Calculate Subtotal:

Add the bill amount and the sales tax to find the subtotal.


\[ \text{Subtotal} = \text{Bill Amount} + \text{Sales Tax} \]


\[ \text{Subtotal} = $11.90 + $1.071 \]


\[ \text{Subtotal} \approx $12.971 \]

3. Calculate Tip:

Calculate the tip on the subtotal.


\[ \text{Tip} = \text{Subtotal} * \left(\frac{\text{Tip Rate}}{100}\right) \]


\[ \text{Tip} = $12.971 * \left((17)/(100)\right) \]


\[ \text{Tip} \approx $2.204 \]

4. Calculate Total Cost:

Add the subtotal, tip, and sales tax to get the total cost.


\[ \text{Total Cost} = \text{Subtotal} + \text{Tip} \]


\[ \text{Total Cost} = $12.971 + $2.204 \]


\[ \text{Total Cost} \approx $15.175 \]

Therefore, the total cost of the meal, rounded to the nearest cent, is approximately $15.18.

User Andrew Bone
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