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

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.

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