At zippy rent-a-car, you can rent a car for $25 per day, with a one-time fee of $100. at speedy rent-a-car you can rent a car for $30 per day with a one-time fee $30. write and solve a system of equations to find the number of days for which both car rental locations will cost the same

Required system of equations :

The number of days for which both car rental locations will cost the same = 14

Step-by-step explanation:

Let x be the number of days .

Formula used here :

Total cost = One -time fee+ ( cost of renting car per day ) x (No. of days)

Given : At zippy rent-a-car, you can rent a car for $25 per day,with a one-time fee of $100.

i.e. One -time fee= $100

Cost of renting car per day =$25

Then, the total cost at zippy :  (1)

At Speedy Rent-a-car you can rent a car for $30 per day with a one-time fee $30.

i.e. One -time fee= $30

Cost of renting car per day =$30

Then, the total cost at Speedy :  (2)

According to the question ,  it

Then,        (From (1) and (2))

   [Subtract 30 and 25 x form both sides]

    (Simplify)

 (Divide both sides by 5)

i.e. x= 14

Hence, the number of days for which both car rental locations will cost the same = 14

the first one

step-by-step explanation:

just id the test.

do your own work and don"t cheat.

step-by-step explanation: