Answered

The following list shows the items and prices for a restaurant order. Calculate the total amount if there is 7.5% tax and the customer leaves a 15% gratuity.

1 appetizer: $8.99

2 entrees: $14.99 each

1 entree: $12.99

3 drinks: $1.99 each

A$70.96
B$71.62
C$75.31
D$75.97

Verified Answer :

cerverusdante

The first thing we are going to do to find the total cost of the meal before tax:

Total cost before tax = $8.99 + 2($14.99) + $12.99 + 3($1.99)

Total cost before tax = $8.99 + $29.98 + 12.99 + $5.97

Total cost before tax = $57.93

Regarding the 15% gratuity, remember that the unofficial rule for tipping at restaurants is to tip according to the actual value of the meal and not the tax, so we calculate the value of the tip first, and then we add it to the total at the end of our calculations.

Tip = 15%($57.93) = $8.69

Now, lets calculate the tax

Tax = 7.5%($57.93) = $4.34

Finally, we can calculate the total cost of the meal

Total cost = cost before tax + tip + tax

Total cost = $57.93 + $8.69 + $4.34 = $70.96

We can conclude that the correct answer is a. $70.96

Answer:

$70.96

Step-by-step explanation:

Cost of 1 appetizer = $8.99

Cost of 1 entrees= $14.99

Cost of 2 entrees= @@MATH_TOKEN_0@@

Cost of 1 entree: $12.99

Cost of 3 drinks = 1.99 \times 3 =5.97

Total cost before tax = $8.99 + $29.98 + 12.99 + $5.97

Total cost before tax = $57.93

there is 7.5% tax

So, tax =\(7.5 \% \times 57.93 = \frac{7.5}{100} \times 57.93 =4.34\)

The customer leaves a 15% gratuity.

Gratuity=\(15 \% \times 57.93 = \frac{15}{100} \times 57.93 =8.69\)

So, Total cost including tax and gratuity = $57.93 + $8.69 + $4.34 = $70.96

So, Option A is true

Related Questions