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Car Rentals rents cars and trucks for $25 and $30 a day, respectively. Last Tuesday, they rented all but 7 rental vehicles and reported $195 in lost rent.

Choose the correct option:

A. How many rental vehicles does Car Rentals have in total?
B. What is the daily rental rate for a truck at Car Rentals?
C. How much did Car Rentals earn in rent from the rented vehicles last Tuesday?
D. How much does Car Rentals charge for a car rental for a week?

Answer :

Final answer:

Car Rentals has 7 rental vehicles in total, the daily rental rate for a truck is $30, Car Rentals earned $390 in rent from the rented vehicles last Tuesday, and the cost of a car rental for a week is $175.

Explanation:

Option 1: To find the total number of rental vehicles Car Rentals has, we need to solve the equation: $25x + $30y = $195 + 7, where x is the number of cars and y is the number of trucks. From the given information, we know that the daily rental rate for a car is $25 and for a truck is $30. Rearranging the equation, we have: 25x + 30y - 7 = 195. To solve this equation, we can use substitution or elimination method.

Option 2: The daily rental rate for a truck at Car Rentals is $30.

Option 3: To find how much Car Rentals earned in rent from the rented vehicles last Tuesday, we subtract the lost rent from the total earned rent. Since the lost rent is $195, the earned rent is $195 + $195 = $390.

Option 4: To find the cost of a car rental for a week, we need to multiply the daily rental rate for a car by the number of days in a week. Assuming a week has 7 days, the cost of a car rental for a week would be $25 x 7 = $175.

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