P, Q, R, S, T, V, W and Z are sitting around a circle facing the Centre. T is second to the right of R who is third to the right of P. S is second to the left of P and lies fourth to the right of Q. Z is third to the right of V who is not an immediate neighbor of P.
What are the positions of each I
of these letters?
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Answer:
It can be seen that Statement 1 is insufficient to answer our problem statement.
Though statement 2 seems insufficient, it does answer our question.
Since they are in a circle, the person who is third to the left of P will also be second to the right of P.
Step-by-step explanation:
Evaluate : (a-b)2 =
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The positions of each one of the letters:
- The condition is given that P, Q, R, S, T, V, W and Z are sitting around a circle facing the Centre.
- To find the position of each of these letters, first let's draw a circle and mark eight points on the circle in approximately equal intervals as there are eight letters.
- Mark positions from 1 to 8.
- Given that, T is second to the right of R.
- Mark R in position 1.
- Mark T second to the right of R.
- Given, R is third to the right of P. Hence P is third left of R. Mark P.
- Given, S is second to the left of P. Mark S.
- Also given that S is fourth to the right of Q.
- Hence, Q is the fourth left of S. Mark S.
- Given, Z is third to the right of V who is not an immediate neighbour of P.
- V is not an immediate neighbour of P. The condition matches for the position 2 only.
- Mark V on position 2.
- Given, Z is third to the right of V. Mark V.
- Fill the last letter that is W in the only left position that is position 3.
- The position of each of the letter is found.
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