A car rental offers two options for renting a car. Plan A costs $200 per week plus $0.35 for each mile driven during that week. Plan B costs $180 per week plus $0.55 for each mile driven that week. How many miles of driving would result in both plans costing the same amount for that week

100 miles

Step-by-step explanation:

Two plans are being offered for the renting of cars.

Plan A:

Cost per week = $200

Cost for each mile = $0.35

Plan B:

Cost per week = $180

Cost for each mile = $0.55

To find:

Number of miles for which the cost is same ?

Solution:

Let the number of miles driven so that the cost becomes the same = miles

First of all, let us find the cost for each plan as per miles.

Cost as per plan A = Cost per week + Cost for miles = $200 + $0.35

Cost as per plan B = Cost per week + Cost for miles = $180 + $0.55

Now, putting both the costs equal to find the value of :

Therefore, after 100 miles the cost from each plan will be the same.

d

step-by-step explanation:

d

step-by-step explanation:

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