The theater offers a yearly membership for which customers pay a fee of $50 after which they pay only $1 per movie Create an equation for the membership deal Use C for the cost in dollars and N for the number of movies rented

50 + N = C

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You're welcome.

To create an equation for the theater's yearly membership deal, we need to consider two components: the initial fee and the cost per movie.

Let's break it down:

1. The initial fee: Customers pay a fee of $50.
This is a one-time payment, so there is no dependence on the number of movies rented (N). Therefore, we can represent the initial fee as a constant value.

Let's represent the initial fee as "F."

2. The cost per movie: After paying the initial fee, customers pay $1 per movie.
The cost per movie is dependent on the number of movies rented (N). Each rented movie adds $1 to the total cost.

Let's represent the cost per movie as "M."

Putting it together, we can form the equation for the membership deal:

C = F + M * N

Where:
C represents the total cost in dollars.
F represents the initial fee ($50 in this case).
M represents the cost per movie rented ($1 per movie).
N represents the number of movies rented.

So, the equation for the theater's yearly membership deal is:
C = 50 + N * 1
or
C = 50 + N