To solve for the cost of getting a lane and four shoe rentals, we need to know the flat rate charged for the lane and the fee for each shoe rental.

Question

Let's denote:
- \( L \): the flat rate for renting a lane
- \( S \): the fee for each shoe rental
- \( C \): the total cost

The equation for the total cost can be expressed as:

\[
C = L + 4S
\]

Once you provide the values for \( L \) (the cost of the lane) and \( S \) (the cost per shoe rental), I can help you calculate the total cost \( C \) for one lane and four shoe rentals.
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Answer 1

To figure out how much it costs to rent a lane and get four pairs of shoes, we need to know two things:

1. How much it costs to rent the lane (let's call this \( L \)).
2. How much it costs to rent one pair of shoes (we'll call this \( S \)).

The total cost, which we can call \( C \), can be written like this:

\[ C = L + 4S \]

This means we take the cost of the lane (\( L \)) and add it to the cost of four pairs of shoes (\( 4S \)).

If you tell me how much \( L \) is and how much \( S \) is, I can help you find out the total cost \( C \) for one lane and four shoe rentals!