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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
$30 plus 50.25 per mile
Write an equation

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 class=

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michals7241

Answer:

20+0,5m=30+0,25m

0,5m-0,25m=30-20

0,25m=10/0,25

m=40

Step-by-step explanation:

Equation for the given condition is equals to 20+ 0.50m = 30 +0.25m. Value of the m= 40miles.

What is an equation?

" Equation is defined as the algebraic expression which is represent by sign of equality."

According to the question,

m represent the number of miles

Cost for blue car rental = $20 + 0.50 per mile

                                       = 20 + 0.50m

Cost for red car rental = $30 + 0.25 per mile

                                     = 30 + 0.25m

Both the cars have same rentals.

Therefore,

Equation for the given condition

  20 +0.50m = 30 +0.25m

⇒0.50m - 0.25m = 30 - 20

⇒0.25m = 10

⇒m = 10 / 0.25

⇒m = 40miles

Hence, equation for the given condition is equals to 20+ 0.50m = 30 +0.25m. Value of the m= 40miles.

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