Which one of the following statements could be true?

phillip on October 25, 2019


is there a video explanation for this game?


Irina on October 25, 2019


There is no video explanation currently, please forward this feedback to our support team.
The game involves five speakers delivering five lectures, each on a different philosopher.
We are told that each speaker specializes in the following philosophers:
1: K L M
2: K L M N
3: M N
4: M N
5: N O P

Since week 3/4 speakers only specialize in N & M, we can infer that one of them must lecture on N and the other on M, and no other speakers can lecture on N or M. It means that speakers 1 and 2 can only lecture on K or L, thus one must lecture on K and the other on L. The remaining speaker 5 could lecture either on O or P since no other lecturers specilize in these philosophers. Taken together, we have the following setup:

5: O/P

Let me know if this makes sense and if you have any other questions about this game.