Seating Arrangement

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.

We have five friends: A, B, C, D, and E. Let's use the given conditions to arrange them:

1. is sitting next to , so they must sit together.

2. is sitting at one of the ends, so either is at the leftmost or rightmost position.

3. is sitting between and , so must be between and .

4. is sitting to the right of , so must be to the right of . Using these conditions, the seating arrangement will be: Thus, the person sitting in the second position is .

Thus, the answer is .