Six students - Aman, Bobby, Chintu, Gita, Pranay and Ram - are sitting around a circular table, facing the centre.
* Ram is sitting second to the right of Gita.
* Pranay is the immediate neighbour of Gita and Bobby.
* Aman is sitting third to the right of Gita.

Who among the following is the immediate neighbour of both Ram and Bobby?

Let's assign positions from $0$ to $5$ around the circular table in a counter-clockwise direction (where right means moving counter-clockwise):
1. Place Gita at position $0$.
2. Ram is sitting second to the right of Gita, so Ram is at position $2$.
3. Pranay is an immediate neighbour of Gita (position $0$) and Bobby. This means Pranay must be at either position $1$ or $5$. If Pranay is at position $1$, his other neighbor Bobby would have to be at position $2$, which is already occupied by Ram. Therefore, Pranay must be at position $5$, and Bobby is placed at position $4$.
4. Aman is sitting third to the right of Gita, which puts Aman at position $3$.
5. The only remaining empty spot is position $1$, which must be occupied by the remaining student, Chintu.

Let's list the full circular layout sequentially:

* Position $0$: Gita
* Position $1$: Chintu
* Position $2$: Ram
* Position $3$: Aman
* Position $4$: Bobby
* Position $5$: Pranay

Looking at position $3$, Aman sits directly between Ram (position $2$) and Bobby (position $4$). Thus, Aman is the immediate neighbour of both Ram and Bobby.