Question

Cindy plans to join a gym. A gym membership costs $350 for the year and each exercise class costs an additional $18. Cindy does not want to spend more than $1,000 on the gym for the year. Choose an inequality that can be used to find the maximum number of exercise classes Cindy can take in one year.

Answer 1

To find the maximum number of exercise classes Cindy can take in one year, set up the inequality 350 + 18x ≤ 1000. Solve for x to find the maximum number of classes.

Step-by-step explanation:

To find the maximum number of exercise classes Cindy can take in one year, we can set up an inequality using the given information. Let's assume the maximum number of exercise classes Cindy can take is 'x'.

The cost of the gym membership for a year is $350 and each exercise class costs an additional $18. So, the total cost of the gym for the year should not exceed $1,000. This can be represented by the inequality:

350 + 18x ≤ 1000

To find the maximum number of exercise classes, we can solve this inequality for 'x'.