To play on the football team, a seventh grader must weigh no more than 110 pounds. Your neighbor is in seventh grade and weighs 94 pounds. Write and silve an inequality that represents how much weight your neighbor can gain and still meet the requirement.

94 + x <= 110

To solve this problem, we can set up an inequality to represent the weight limit your neighbor must stay under.

Let's represent the weight of your neighbor as "W".

The given requirement is that a seventh grader must weigh no more than 110 pounds to play on the football team.

To represent this mathematically, we can set up the following inequality:

W ≤ 110

Since your neighbor currently weighs 94 pounds, we can substitute this value into the inequality:

94 ≤ 110

This means that your neighbor can gain up to 16 pounds and still meet the weight requirement to play on the football team.

So, the inequality that represents how much weight your neighbor can gain and still meet the requirement is:

94 + W ≤ 110