Solve the problem.
-A car rental company has two rental rates. Rate 1 is $\$ 63$ per day plus $\$ .14$ per mile. Rate 2 is $\$ 126$ per day plus $\$ .07$ per mile. If you plan to rent for one week, how many miles would you need to drive to pay less by taking Rate 2 ?

Question

Quizplus · Accepted Answer

To find the break-even point where both rates cost the same, set the total cost of each rate equal to each other and solve for the number of miles (m). For one week (7 days), the equations are:Rate 1: $7 \times 63 + 0.14m$Rate 2: $7 \times 126 + 0.07m$Setting them equal:$441 + 0.14m = 882 + 0.07m$Solving for $m$:$0.07m = 441$$m = 6300$To pay less by taking Rate 2, you would need to drive more than 6300 miles.

Solve the Problem $63\$ 63$63 Per Day Plus $.14\$ .14$.14 Per Mile Rate 2 Is

Solve the Problem $\$ 63$ Per Day Plus $\$ .14$ Per Mile Rate 2 Is