Six friends, David, Bhanu, Minto, Krita, John and Nisan, are sitting in a circle with their backs towards the centre. David and Minto are sitting to the immediate left and right of Bhanu, respectively. John is not sitting to the immediate left of David. Nisan is sitting third to the right of Bhanu. Who is sitting second to the left of Bhanu?
Krita
This question asks us to determine the seating arrangement of six friends - David, Bhanu, Minto, Krita, John, and Nisan - sitting in a circle, and then find the person sitting second to the left of Bhanu. The key information is that they are sitting with their backs towards the centre, which means they are facing outwards.
When people sit in a circle facing outwards, their left and right sides are opposite to what they would be if they were facing the centre. Moving clockwise around the circle is moving to the right for someone facing outwards, and moving anti-clockwise is moving to the left.
Let's break down the given clues step by step to build the arrangement:
Let's visualize the circle with 6 positions. If we place Bhanu at position 1, moving clockwise:
So far, we have Bhanu, Minto, Nisan, and David placed.
Based on the clues, the seating arrangement in clockwise order is:
| Position (Clockwise) | Person | Relative Position from Bhanu (Facing Out) |
|---|---|---|
| 1 | Bhanu | - |
| 2 | Minto | Immediate Right |
| 3 | John | Second Right |
| 4 | Nisan | Third Right |
| 5 | Krita | Fourth Right (or Second Left) |
| 6 | David | Fifth Right (or Immediate Left) |
We need to find the person sitting second to the left of Bhanu. 'Left' when facing outwards means moving anti-clockwise.
Therefore, Krita is sitting second to the left of Bhanu in the circle arrangement.
| Clue | Deduction (Facing Out) |
|---|---|
| David immediate left of Bhanu | David is 1st anti-clockwise from Bhanu. |
| Minto immediate right of Bhanu | Minto is 1st clockwise from Bhanu. |
| Nisan third right of Bhanu | Nisan is 3rd clockwise from Bhanu. |
| John not immediate left of David | John is not 1st anti-clockwise from David. |
Solving seating arrangement puzzles involves careful step-by-step deduction. Here are some tips:
For a circle with $N$ people, the person $K$ positions to the right is equivalent to $N-K$ positions to the left (for $K < N$), and vice versa. For example, in a 6-person circle, 3rd right is the same as 3rd left.
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