| Column 1 | Column 2 | |
|---|---|---|
| Row 1 | ||
| Row 2 |
This is a seating-and-ranking puzzle with three clues to satisfy at once. Rather than deriving the grid from scratch, check each candidate answer directly against the structure the clues force, and see which one survives.
First pin down the structure clue (i) forces: the daughter and the brother must share a column, one above the other, which pushes Meritorius and the son into the remaining column together. That much is fixed no matter who turns out to be the best or worst orator.
Only the second option survives every clue at once. Building out the actual seats confirms it: in either of the two valid grids (worst orator equal to Meritorius, or worst orator equal to the son), the person sharing a row with the worst orator, and therefore the best orator, is always Meritorius' brother.
Let's summarize:
So the best orator is Meritorius' brother.
Statement: All flowers are beautiful. Some beautiful things are fragile.
Conclusion I: Some flowers are fragile.
Conclusion II: All beautiful things are flowers.