High School

A community pool has 2 lounge chairs available for each family that visits. If there are at least 124 lounge chairs, use an inequality to find the number of families, \( f \), that visit the pool.

A) \( f \geq 62 \) families
B) \( f \leq 62 \) families
C) \( f \geq 122 \) families
D) \( f \leq 122 \) families

Answer :

Final answer:

Using an inequality, the minimum number of families that could visit the pool, if there are 124 lounge chairs and each gets 2, is 62. Thus, the inequality is f ≥ 62 (Option A).

Explanation:

The subject matter pertains to the field of Mathematics, specifically dealing with inequalities. In this situation, we know that each family that visits gets 2 lounge chairs. Therefore, if there are 124 chairs, we can divide this by 2 to determine how many families can visit, at least, given the number of chairs available. This would be 124 / 2 = 62 families. The inequality used for this would be f ≥ 62, where f stands for the number of families. Therefore, the answer would be option A) f ≥ 62 families.

Learn more about Inequalities here:

https://brainly.com/question/30231190

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