Alexi's restaurant bill is [tex]$58, and he wants to leave a 20 percent tip. Which expression represents the total amount that Alexi needs to pay?

A. \$[/tex]58(0.20) + \[tex]$58
B. \$[/tex]58(0.20)
C. \[tex]$58(20) + \$[/tex]58
D. \$58(20)



Answer :

To determine the total amount Alexi needs to pay, we first need to calculate the 20 percent tip on his bill amount of [tex]$58. 1. Calculate the tip amount: - The tip percentage is 20%, which can be written as a decimal: 0.20. - To find the tip amount, multiply the bill amount by the tip percentage: \[ \text{Tip amount} = 58 \times 0.20 \] - Performing this calculation gives us: \[ \text{Tip amount} = 11.60 \] 2. Calculate the total amount to be paid: - The total amount Alexi needs to pay is the sum of the original bill and the tip amount: \[ \text{Total amount} = 58 + 11.60 \] - Adding these together results in: \[ \text{Total amount} = 69.60 \] 3. Determine the correct expression: - The expression that correctly calculates this total by breaking down the steps is: \[ \text{Total amount} = 58(0.20) + 58 \] - This expression first calculates the tip ($[/tex]58 \times 0.20[tex]$) and then adds the bill amount ($[/tex]58).

Therefore, the correct expression representing the total amount Alexi needs to pay is:

[tex]\[ \$ 58(0.20) + \$ 58 \][/tex]