The school baseball record for no-hitter innings is 112 in a season. this years team currently has 87 no-hitter innings. what are the possible numbers of additional no-hitter innings the team can achieve to match or break the school record in a season?

I think this is an inequality problem.

Given:

no-hitter innings is 112 in a season.

currently has 87 no-hitter innings.

Let x be the possible number, the sum of x and 87 should be equal to 112 to match the school record or be greater than 112 to break the school record.

x + 87 ≥ 112

x + 87 - 87 ≥ 112 - 87

x ≥ 25

The possible numbers of additional no-hitter innings the team can achieve to match or break the school record in a season are 25 and above.