P,Q,R,S and T are sitting around a circular table.R is to the right of P and is second to the left of S.T is not between P and S.Who is second to the left of R?

Options

A. Q
B. S
C. T
D. Data inadequate

Explanation

To solve the problem of determining who is second to the left of R when P, Q, R, S, and T are sitting around a circular table, we can follow these steps:

### Step-by-Step Solution:

1. **Understanding the Arrangement**:
- We have five people: P, Q, R, S, and T sitting around a circular table.

2. **Placing R in Relation to P**:
- The problem states that R is to the right of P. This means if we place P at a position, R will be immediately next to P on the right side.

3. **Placing S in Relation to R**:
- It is also given that R is second to the left of S. This means that if we know where R is, we can find S by counting two positions to the left of R.

4. **Visualizing the Arrangement**:
- Let’s assume P is at position 1. Therefore, R will be at position 2 (to the right of P).
- If R is at position 2, then S must be at position 4 (since R is second to the left of S).

5. **Identifying T's Position**:
- The problem states that T is not between P and S. Since P is at position 1 and S is at position 4, T cannot occupy position 3.
- Therefore, T must be at position 5.

6. **Determining Q's Position**:
- The only position left is position 3, which must be occupied by Q.

7. **Final Arrangement**:
- Position 1: P
- Position 2: R
- Position 3: Q
- Position 4: S
- Position 5: T

8. **Finding Who is Second to the Left of R**:
- R is at position 2. The first left of R (position 1) is P, and the second left of R (position 5) is T.
- Therefore, T is second to the left of R.

### Conclusion:
The person who is second to the left of R is **T**.