P, Q, R, S, T, U, V and W are sitting on a round table and are facing the centre. T is the neighbour of R and V. P is second to the right of T. V is the neighbour of U and S is not the neighbour of P. W is not between U and S, Q is not between S and W. Which one is immediate right to V?
Question
P, Q, R, S, T, U, V and W are sitting on a round table and are facing the centre. T is the neighbour of R and V. P is second to the right of T. V is the neighbour of U and S is not the neighbour of P. W is not between U and S, Q is not between S and W. Which one is immediate right to V?
Solution
To solve this question, let's go step by step:
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We have P, Q, R, S, T, U, V, and W sitting on a round table facing the center.
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T is the neighbor of R and V. This means that T must be sitting next to both R and V.
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P is second to the right of T. This means that if we count two seats to the right of T, we will find P.
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V is the neighbor of U. This means that V must be sitting next to U.
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S is not the neighbor of P. This means that S cannot be sitting next to P.
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W is not between U and S. This means that W cannot be sitting between U and S.
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Q is not between S and W. This means that Q cannot be sitting between S and W.
Now, let's analyze the given information to find out who is the immediate right to V:
From step 2, we know that T is the neighbor of V. So, T must be sitting next to V.
From step 3, we know that P is second to the right of T. So, if we count two seats to the right of T, we will find P.
Therefore, the immediate right to V is P.
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