Write a rule in words and as an algebraic expression to model the relationship in each table.

The local video store charges a monthly membership fee of $5 and $2.25 per video.
1 video is $7.25
2 videos are $9.50
3 videos are $11.75

i'm not sure what the answer is can you tell me waat it is

Write an algebraic rule to describe the relationship in each table

The rule can be stated as follows:

For each video rented, there is an additional charge of $2.25, in addition to the $5 monthly membership fee.

The algebraic expression for the relationship is:
Total cost = $5 + ($2.25 x Number of videos)

To model the relationship in the given table, we need to identify the constant and the variable in the situation.

In this case, the monthly membership fee of $5 is a constant because it remains the same regardless of the number of videos rented. The variable is the number of videos rented, as it changes and affects the total cost.

Now, let's write the rule in words:

The total cost of renting videos from the local video store can be calculated by adding the monthly membership fee of $5 to the product of $2.25 multiplied by the number of videos rented.

And now, let's write the rule as an algebraic expression:

Let's represent the number of videos rented by "x".

The total cost (C) can be expressed as:
C = $5 + $2.25x

So, the algebraic expression that models the relationship in the given table is C = $5 + $2.25x.