High School

1. Joe, Bob, Susie, Jerry, and Linda are all trying to figure out whether they want to go to the basketball game.

- If Joe goes, Susie will go.
- If Bob goes, Susie and Jerry will go.
- If Susie goes, then Linda will go.
- If Jerry goes, Joe will go.

Exactly 4 of the 5 go to the basketball game. Who went?

Answer :

Final answer:

Given the conditions in the problem, the only possible group of four people that could go to the game without triggering a condition that would force a fifth person to attend are Joe, Susie, Jerry, and Linda.

Explanation:

This problem can be solved using logic and the provided premises. We know that if Bob decides to go, both Susie and Jerry will also go. This is three people. Since Susie is going, Linda will also go. This makes four people. However, when Jerry goes, this demands Joe to also go. This would exceed the given limit of exactly 4 people. So, Bob cannot go. The four people who go to the game are Joe, Susie, Jerry, and Linda.

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