Question

S.

Solution:
x=r
Grade & MRL CC Chapter 1 Section 1.3: Solving Equations with Variables on Both Sides-Exercises: 1-49-Question 33
MODELING REAL LIFE Write and solve an equation to find the number of miles you must drive
to have the same cost for each of the car rentals. Let m represent the number of miles.
$20 plus $0.50 per mile
Equation:
42
$30 plus $0.25 per mile

Answer 1

To find the number of miles you must drive to have the same cost for each car rental, set up an equation and solve for the variable.

Step-by-step explanation:

To find the number of miles you must drive to have the same cost for each of the car rentals, you need to set up an equation. Let m represent the number of miles. For the first car rental, the cost is $20 plus $0.50 per mile, so the equation would be 20 + 0.50m. For the second car rental, the cost is $30 plus $0.25 per mile, so the equation would be 30 + 0.25m. To find the number of miles that would make the costs equal, you can set up the equation 20 + 0.50m = 30 + 0.25m and solve for m.

Learn more about Solving equations with variables on both sides