Let's break down the clues for the five positions on the bench (1, 2, 3, 4, 5 from left to right).
1. X is on the left end of the bench. So, X is at position 1. Arrangement: X, _, _, _, _.
2. V is in the second position from the right. This is position 4. Arrangement: X, _, _, V, _.
3. T and V are sitting together. Since V is at 4, T must be at 3 or 5.
4. T is to the right of U and X. Since T is to the right of X (who is at 1), this is consistent.
5. Let's test T's position: If T is at 5: Arrangement is X, _, _, V, T. From clue "T is sitting next to U", U must be at position _ next to T, but there are no more seats. This is impossible. Therefore, T must be at position 3. Arrangement: X, _, T, V, _.
6. T is sitting next to U. Since T is at 3, U must be at position 2. Arrangement: X, U, T, V, _.
7. V is sitting next to W. Since V is at 4, W must be at position 5. Arrangement: X, U, T, V, W.
8. Final check: "W is not sitting with X". W is at 5, X is at 1. This is true. "T is to the right of U and X". T(3) is right of U(2) and X(1). This is true.
The final arrangement is: X, U, T, V, W.
The question asks for the position of T. T is sitting between U and V.
Four teams – Red (R), Blue (B), Green (G), and Yellow (Y) – are competing in the final four rounds of the Inter-School Science Olympiad, labeled Round A, Round B, Round C, and Round D. Each round consists of one match between two teams, and every team plays exactly two matches. No team plays the same opponent more than once.
The final schedule must adhere to the following rules:
(193 words)
Consider the following statements followed by two conclusions.
Statements: 1. Some men are great. 2. Some men are wise.
Conclusions: 1. Men are either great or wise. 2. Some men are neither great nor wise. Choose the correct option: