A total of 130 children attended a basketball camp. Of these, fewer than 87 were girls. Which inequality can be used to find n, the number of boys that might have attended camp?

n > 130-87

To find the inequality that represents the relationship between the number of boys and the total number of children at the basketball camp, we can start by assuming that "n" represents the number of boys attending the camp.

Given that there were fewer than 87 girls at the camp, we can represent this inequality as:

number of girls < 87

Since the total number of children at the camp is 130, we can express this as:

number of girls + number of boys = 130

By substituting "n" for the number of boys, the inequality becomes:

number of girls + n < 87

Hence, the inequality that can be used to find the number of boys, "n," that might have attended the camp is:

n < 130 - number of girls < 87