Question

interpret linear function equations
carrie pays a monthly fee of $8 to stream movies online. she also pays a fee every time she rents a movie. last month carrie rented 6 movies, and her total bill for the month was $32.
select from the drop - down menu to correctly complete each statement.
the monthly fee for carrie to stream movies is choose... ↵. carrie also pays choose... ↵ every time she rents a movie.

Explanation:

Step1: Identify known values

Monthly fee = $8, number of movies rented = 6, total bill = $32. Let the per - movie rental fee be $x$.
The total cost formula is: Total cost = Monthly fee+ (Number of movies rented×Per - movie rental fee). So, we have the equation $32 = 8+6x$.

Step2: Solve for the per - movie rental fee

First, subtract 8 from both sides of the equation: $32 - 8=6x$.
$24 = 6x$.
Then, divide both sides by 6: $x=\frac{24}{6}=4$.

For the first statement: "The monthly fee for Carrie to stream movies is" - from the problem, we know the monthly fee is $8.

For the second statement: "Carrie also pays [ ] every time she rents a movie" - from our calculation, the per - movie rental fee is $4.

Answer:

The monthly fee for Carrie to stream movies is $\boldsymbol{\$8}$. Carrie also pays $\boldsymbol{\$4}$ every time she rents a movie.