A two-day moving truck rental from best rentals costs $60 and $0. 35 per mile driven. A two-day moving truck rental from easy movers costs $80 and $0. 25 per mile driven. Let m represent the number of miles driven. Which equation can be used to find the number of miles for which the rentals would cost the same amount? 60 + 0. 35 m = 80 + 0. 25 m 60 m + 0. 35 = 80 + 0. 25 m 60 + 0. 35 m = 80 m + 0. 25 m 60 m + 0. 35 = 80 m + 0. 25.

Answers

Answer 1

The equation that can be used to find the number of miles for which the rentals would cost the same amount is 60 + 0.35m = 80 + 0.25m.

The given parameters:

Cost from best rentals = $60 + $0.35 per mileCost from the easy movers = $80 + $0.25 per mileThe number of miles driven = m

The equation at which the cost for both rentals would be the same is formulated as follows;

$60 + ($0.35)m = $80 + ($0.25)m

60 + 0.35m = 80 + 0.25m

The number of miles is calculated as;

0.35m - 0.25m = 80 - 60

0.1m = 20

[tex]m = \frac{20}{0.1} \\\\m = 200 \ miles[/tex]

Thus, the equation that can be used to find the number of miles for which the rentals would cost the same amount is 60 + 0.35m = 80 + 0.25m.

Learn more about linear equations here: https://brainly.com/question/14323743


Related Questions

Which of the following factors contributed most to the bolivarian revolutionary movement?.

Answers

Answer:

The rise of a distinct Latin American ethnic identity.

Explanation:

Most of the revolutionary movements were national movements as well. The French Revolution and the American Civil War were an incentive for the Bolivian people to fight for freedom from the occupiers. The nineteenth century was characterized on a global scale by strengthening nationalism and the awakening of national consciousness. Bolivia was also no exception. Following the pattern of other fighters for their own identity, the people of Bolivia sought liberation from the occupiers through the revolution.

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