No. I was tripped right away by this: The possible scores for a given throw are 1, 5, 10, 25, 50 and 100. Given that each score is achieved by exactly one of the players.and that the sum of the scores of each player is the same, what are the scores of each player? “Given that each score is achieved by exactly one of the players”: From this I understood that only one player scored the 1’s. I also don’t see in the description a requirement that anyone score 1’s. Where does it say that each score must be achieved at all? I’m not a math person, and I never do such puzzles for fun. There’s nothing recreational about them for me; they bring tears to my eyes and panic to my breath. But I do think I can read and write plain English, and that’s the test I applied here. Can we improve on this? If 100, 50 and 25 are scored by two players, the MinMaxScore is at most 10 This made me think I’d misunderstood the requirement and that more than one player could make a given score. the third highest MaxScore, which will be called the MinMaxScore, is at most 25, which willl be the case when 100, 50 and 25 are each thrown by different players. I can tell you that there’s a typo in “will.” Maybe you can use the problem after a little rewriting. Don’t bother to try to explain to me because I’m not willing to bend my head to it as much as that; but it should be unambiguous to your students.