Sorry about the symbols before.

Admission to the fair costs $7.75. Each ride costs you $0.50. You have $15 to spend at the fair including admission. Which inequality represents the number of rides you can ride?
r ¡Ý 15 (r is more than or equal to 15)
r ¡Ü 14 (r is less than or equal to 14)
r < 14 (r is less than 14)
r > 14 (r is more than 14)

look for your earlier post, answered there

To find the inequality that represents the number of rides you can ride, you need to consider the cost of the rides and the total amount of money you have, including the admission cost.

Let's break down the given information:
- Admission to the fair costs $7.75.
- Each ride costs $0.50.
- You have $15 to spend at the fair, including the admission.

First, let's calculate how much money you have left for the rides after paying for the admission:
$15 - $7.75 = $7.25

Now, let's determine the maximum number of rides you can afford with $7.25, by dividing the remaining amount by the cost of each ride:
$7.25 ÷ $0.50 = 14.5

Since we cannot have half a ride, we need to consider the whole number value. You can afford a maximum of 14 rides.

Therefore, the correct inequality that represents the number of rides you can ride is:
r ≤ 14 (r is less than or equal to 14)

This means that the number of rides, r, should be less than or equal to 14 in order to stay within your budget at the fair.