Answer:

Domain is [0,500] or

Explanation:
We are given that:
Cost of cell phone is $700.
Cost per minute for the first 500 calls is $0.22 per minute.
To find:
Function to model total cost of the cell phone bill for the first 500 minutes.
And domain of the function = ?
Solution:
Here, Total Cost is the sum of cost of cell phone, plus the cost of calls.
Total Cost = Cost of cell Phone + Cost of calls
We have the cost of cell phone as $700.
and cost of calls is $0.22 per minute up to 500 minutes.
Let the number of minutes for the calls is m. (m
500)
So, cost for m number of minutes of calls = m
cost per minute
cost for m number of minutes of calls =

Let the Total Cost be represented as C.
So, we can write the cost function as:

Domain of a function is the valid input value to the function for which the output is defined.
Here, the domain is [0, 500] i.e. 0 and 500 are inclusive.
So, the answer is:

Domain is [0,500] or
