The Logan family is renting a beach house from Aqua Coast Beach Rentals. Mr. Logan called the rental agency ahead of time to get the total cost for 9 days. The rental agent explained that since the family plans to stay during the off-season, there will be a one-time discount of 25 $ applied to their rental cost. The Logans will pay 920 $ in all. Which equation can you use to find d, how much the agency charges per day? Choices: (A)25d - 9 = 920 (B)9(d - 25) = 920 (C)25(d - 9) = 920 (D)9d - 25 = 920 How much does the agency charge per day? ____ $

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The Logan family is renting a beach house from Aqua Coast Beach Rentals. Mr. Logan called the rental agency ahead of time to get the total cost for 9 days. The rental agent explained that since the family plans to stay during the off-season, there will be a one-time discount of 25 $ applied to their rental cost. The Logans will pay 920 $ in all. Which equation can you use to find d, how much the agency charges per day?   Choices: (A)25d - 9 = 920 (B)9(d - 25) = 920 (C)25(d - 9) = 920 (D)9d - 25 = 920  How much does the agency charge per day?   ____ $

Bytelearn · Accepted Answer

Identify Equation: Identify the correct equation to represent the situation. The total cost after a discount is given, and we need to find the daily rate. The correct equation should account for the daily rate multiplied by the number of days, minus the discount, equaling the total cost. Solve Equation: Now, solve the equation 9(d - 25) = 920. First, divide both sides by 9 to isolate the term with d.  (9(d - 25))/9 = 920/9 d - 25 = 102.22 Add 25: Add 25 to both sides to solve for d. d - 25 + 25 = 102.22 + 25 d = 127.22

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