P, Q, R, S and T are sitting around a circle facing towards its centre. Who is second to the right of P?
I. R is to the immediate left of T and second to the right of S.
II. Q is to the immediate right of S and third to the left of P.

Options

A. the data in statement I alone are sufficient to answer the question, while the data in statement II alone are not sufficient to answer the question,
B. the data in statement II alone are sufficient to answer the question, while the data in statement I alone are not sufficient to answer the question,
C. the data either in statement I alone or in statement II alone are sufficient to answer the question,
D. the data given in both statements I and II together are not sufficient to answer the question,

Explanation

To solve the problem of determining who is second to the right of P, we will analyze the two statements provided step by step.

### Step 1: Analyze Statement I
- **Statement I**: R is to the immediate left of T and second to the right of S.

Let's visualize this:
- If we place T at any position in the circle, R will be immediately to the left of T.
- Since they are facing the center, the left of T means moving clockwise.
- R is also second to the right of S. This means if we place S, R will be two positions clockwise from S.

### Step 2: Visualize Statement I
- Assume T is at position 1. Then R will be at position 5 (immediate left).
- Now, we need to find S such that R is second to the right of S.
- If S is at position 4, then R (position 5) is second to the right of S (position 4).

So far, we have:
- T at position 1
- R at position 5
- S at position 4

Now we have to find Q and P. Since we have no information about Q and P from Statement I alone, we cannot conclude who is second to the right of P.

### Step 3: Analyze Statement II
- **Statement II**: Q is to the immediate right of S and third to the left of P.

Let's visualize this:
- If S is at position 4 (from Statement I), then Q will be at position 1 (immediate right of S).
- If Q is at position 1, then P must be at position 4 (third to the left of P).

### Step 4: Visualize Statement II
- From Statement II, we have:
- Q at position 1
- S at position 4
- P must be at position 3 (since Q is third to the left of P).

Now we have:
- T at position 2 (to fill the circle)
- R at position 5
- S at position 4
- Q at position 1
- P at position 3

### Step 5: Determine Who is Second to the Right of P
- P is at position 3.
- The first right of P (position 4) is S.
- The second right of P (position 5) is R.

Thus, the person who is second to the right of P is **R**.

### Conclusion
The answer to the question "Who is second to the right of P?" is **R**.