Solved

If a Car Rental Company Charges $13 a Day and 11

Question 175

Multiple Choice

If a car rental company charges $13 a day and 11 If a car rental company charges $13 a day and 11   a mile to rent one of its cars, then the cost z , in dollars, to rent a car for x days and drive y miles can be found from the equation:   A second company charges $19 a day and 8   a mile for the same car. The equation that gives the cost z , in dollars, to rent a car from this company for x days and drive it y miles can be found from the equation:   A car is rented from each of the companies for 4 days. To find the mileage at which the cost of renting the cars from each of the two companies will be equal, solve the following system for y :   A)  900 miles B)  850 miles C)  875 miles D)  750 miles E)  800 miles a mile to rent one of its cars, then the cost z , in dollars, to rent a car for x days and drive y miles can be found from the equation: If a car rental company charges $13 a day and 11   a mile to rent one of its cars, then the cost z , in dollars, to rent a car for x days and drive y miles can be found from the equation:   A second company charges $19 a day and 8   a mile for the same car. The equation that gives the cost z , in dollars, to rent a car from this company for x days and drive it y miles can be found from the equation:   A car is rented from each of the companies for 4 days. To find the mileage at which the cost of renting the cars from each of the two companies will be equal, solve the following system for y :   A)  900 miles B)  850 miles C)  875 miles D)  750 miles E)  800 miles A second company charges $19 a day and 8 If a car rental company charges $13 a day and 11   a mile to rent one of its cars, then the cost z , in dollars, to rent a car for x days and drive y miles can be found from the equation:   A second company charges $19 a day and 8   a mile for the same car. The equation that gives the cost z , in dollars, to rent a car from this company for x days and drive it y miles can be found from the equation:   A car is rented from each of the companies for 4 days. To find the mileage at which the cost of renting the cars from each of the two companies will be equal, solve the following system for y :   A)  900 miles B)  850 miles C)  875 miles D)  750 miles E)  800 miles a mile for the same car. The equation that gives the cost z , in dollars, to rent a car from this company for x days and drive it y miles can be found from the equation: If a car rental company charges $13 a day and 11   a mile to rent one of its cars, then the cost z , in dollars, to rent a car for x days and drive y miles can be found from the equation:   A second company charges $19 a day and 8   a mile for the same car. The equation that gives the cost z , in dollars, to rent a car from this company for x days and drive it y miles can be found from the equation:   A car is rented from each of the companies for 4 days. To find the mileage at which the cost of renting the cars from each of the two companies will be equal, solve the following system for y :   A)  900 miles B)  850 miles C)  875 miles D)  750 miles E)  800 miles A car is rented from each of the companies for 4 days. To find the mileage at which the cost of renting the cars from each of the two companies will be equal, solve the following system for y : If a car rental company charges $13 a day and 11   a mile to rent one of its cars, then the cost z , in dollars, to rent a car for x days and drive y miles can be found from the equation:   A second company charges $19 a day and 8   a mile for the same car. The equation that gives the cost z , in dollars, to rent a car from this company for x days and drive it y miles can be found from the equation:   A car is rented from each of the companies for 4 days. To find the mileage at which the cost of renting the cars from each of the two companies will be equal, solve the following system for y :   A)  900 miles B)  850 miles C)  875 miles D)  750 miles E)  800 miles


A) 900 miles
B) 850 miles
C) 875 miles
D) 750 miles
E) 800 miles

Correct Answer:

verifed

Verified

Unlock this answer now
Get Access to more Verified Answers free of charge

Related Questions