A kennel charges $20 a day to board dogs, where d represents the number of days. Upon arrival, each dog must have a bath that cost $15, where cost is represented by C(d). Write a function rule to represent this situation.

A.C(d) = 20d + 15
B.C(d) = 15d + 20
C.C(d) = 20d - 15
D.C(d) = 15d - 20

To determine the function rule that represents the situation, we need to consider two factors: the cost of boarding the dog per day (represented by the letter d), and the cost of the bath upon arrival.

The kennel charges $20 per day for dog boarding, so the cost of boarding is given by 20d, where d represents the number of days.

Additionally, upon arrival, each dog must have a bath that costs $15. This cost remains constant regardless of the number of days the dog stays.

Combining the cost of boarding (20d) and the cost of the bath ($15), the function rule becomes:

C(d) = 20d + 15

Therefore, the correct option is A. C(d) = 20d + 15.

The next question with a different name will be deleted. Let's see if you actually even read the responses.

Were you listening in class?

If you can identify the pieces of information given, you should be able to put two and two together. The outcome should be:
C(d) = 15d + 20
Where 15 is multiplied by *each dog* and 20 is what's charged per day.
Hope you read this response OwO