Question

Corbin wants to take swimming lessons over the summer. It costs a flat fee of $40. How much does Corbin need to pay for swimming lessons?

a. $4
b. $14
c. $40
d. $400

Answer 1

Corbin needs to pay a flat fee of $40 for his summer swimming lessons, which is option c. This fee is the total amount due for the lessons.

Step-by-step explanation:

Corbin needs to pay a flat fee of $40 for swimming lessons over the summer. Therefore, the correct answer is c. $40. No additional costs have been mentioned, so the total amount Corbin needs to pay for swimming lessons is solely the flat fee.

If we were to express the situation for a tutoring school that requires a one-time enrollment fee of $500, plus tuition of $3,000 per year, it could be represented as an equation like this: T = $500 + ($3,000 × Y), where T represents the total cost and Y represents the number of years of tuition.

Answer 2

Corbin will pay a flat fee of $40 for swimming lessons, without any additional costs involved. The answer is option c, $40.

Step-by-step explanation:

Corbin needs to pay a flat fee of $40 for swimming lessons over the summer. Since the cost is a flat fee, there are no additional charges or fees beyond this amount. So, the correct answer to the question is c. $40. It's important for Corbin to know that he doesn't have to worry about multiplying the fee or adding any extra costs for his lessons.

To relate to the reference information provided, if we were to express the costs of a tutoring school that requires a one-time enrollment fee of $500 plus tuition of $3,000 per year in an equation, it would look like this: Total Cost = $500 + ($3,000 × Number of Years). Here, the total cost depends on the number of years a student is enrolled in the school.