suppose that 25 basketball players,30 volleyball players, and 28 soccer players compose a varsity club
1.if no member plays at least two sports,how many members are there in the varsity club
2.suppose that 5 basketball players are also volleyball players.No soccer player is also a volleyball or a basketball player.howw many members are there in the club
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Answer:
1. 83
2. 78
Step-by-step explanation:
If no member plays at least two sports, it means that each member plays only one sport. Therefore, the total number of members in the varsity club is:
25 + 30 + 28 = 83
So there are 83 members in the varsity club.
If 5 basketball players are also volleyball players, then the number of basketball players who are not volleyball players is:
25 - 5 = 20
Since no soccer player is also a volleyball or a basketball player, then the number of soccer players is:
28 - 0 = 28
Therefore, the total number of members in the club is:
20 + 30 + 28 = 78
So there are 78 members in the varsity club.