Who sits third to the right of L?
To solve this question, let's place the individuals around the circular table step-by-step according to the instructions provided:
- Start by arranging F fourth to the left of E, assuming E sits at any arbitrary position. Choose a position for E and count four positions to the left (since they are facing the center, the left direction would be counterclockwise).
- Place G and determine M's position, as M is fourth to the right of G. Since they are facing the center, moving to the right is clockwise. Select G's position so that M can be placed four positions to the right.
- According to the statement, there are two people between E and G when counted to the left of E (counterclockwise). Validate or adjust the positions of E and G to make sure exactly two people sit between them.
- Note that D is not a neighbor of either M or E. This means D cannot sit immediately next to either M or E. Thus, place D in one of the remaining positions where it doesn’t violate this rule.
- K is stated to not be an immediate neighbor of D, so place K in a position where it skips a connection with D.
- Place L in the only remaining open position.
Following these steps, here is the final arrangement:
| Position | Name |
|---|---|
| 1 | D |
| 2 | K |
| 3 | C |
| 4 | E |
| 5 | F |
| 6 | L |
| 7 | G |
| 8 | M |
According to this arrangement, counting third to the right of L (clockwise), we land on K. Thus, K sits third to the right of L.
Conclusion: The correct answer is K.
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