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Claude spends $315 to rent a car. The car he rents costs $45 per day. He has a coupon for 2 free days. Complete the equation below to find the number of days Claude rents the car. Use d to represent the number of days.

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Louli
Answer:
Number of days Claude rents the car = 9 days

Explanation:
Assume that the number of days Claude rents the car is x.
We know that the ren per day is $45.
This means that for x days, Claude would pay $45x.

We are given that amount spend on the rent is $315.
Therefore, we can solve for x as follows:
315 = 45x
x = [tex] \frac{315}{45} [/tex]
x = 7

However, we are given that Claude had a coupon for two free days. This means that he rented the car for two more days without paying any extra fees.

Based on the above:
number of days Claude rents the car = x + 2 = 7 + 2 = 9 days.

Hope this helps :)

Answer:

equation for  total days d + 2  , 9 days

Step-by-step explanation:

Given : Claude spends $315 to rent a car. The car he rents costs $45 per day. He has a coupon for 2 free days.

To find : Complete the equation below to find the number of days Claude rents the car. Use d to represent the number of days.

Solution : We have given that

Claude spent for rent = $ 315.

Cost of rent for one day = $ 45.

Let d be the number of days for rent

Then, Cost of rent for  d days  = $ 45 * d

So, $ 45 * d = $ 315

On dividing by 45 both sides

d = [tex]\frac{315}{45}[/tex].

d = 7 days

He has a coupon for 2 free days.

Then total days = d + free days

Total days d  =  7 + 2 = 9

Therefore, equation for  total days d + 2  , 9 days

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