Question

Part 1 of 2 Finley has been taking dance classes at a local studio. They used a $3-off coupon for each of their first two classes and paid full price for the next three classes. So far Finley has spent $56.50 on their classes. Write and solve an equation to find the regular price of a dance class.​

Answer 1

To find the regular price of a dance class, we can use the given information and solve for the unknown regular price.

Let's break down the information given:

- Finley used a $3-off coupon for each of their first two classes.

- They paid full price for the next three classes.

- Finley has spent a total of $56.50 on their classes.

First, let's find the total amount Finley spent on the first two classes. Since they used a $3-off coupon for each class, the total discount for the first two classes is $3 x 2 = $6.

Next, let's calculate the total amount Finley spent on the next three classes. Since they paid the full price for these classes, the amount spent on the next three classes is $56.50 - ($6 + $6) = $56.50 - $12 = $44.50.

Now, we need to determine the regular price of a dance class. Let's say the regular price of a dance class is x dollars.

Since Finley paid full price for the next three classes, we can write the equation:

3x = $44.50

To solve for x, divide both sides of the equation by 3:

x = $44.50 / 3

x ≈ $14.83

Therefore, the regular price of a dance class is approximately $14.83.