PREPARATORY QUESTIONS

SQUARE SEATING ARRANGEMENT

PREPARATORY SET-66 (HARD)

Direction (Qs.1 to 5): Study the following information carefully and answer the questions given below.

 

Eight persons P, Q, R, S, T, U, V and W are sitting in a square table and facing centre of the table in such a way that four of them are sitting in corners and four of them are sitting in middle of the sides. They all are like different brands of shoes viz., Nike, Adidas, Action, Reebok, Boot, Nivia, Bata and Puma but not necessary in the same order.

 

Only two persons are sitting between S and the one who likes Nike, who does not sit at any corner of the table. U sits to the immediate right of the one who likes Nike. The one who likes Reebok sits third to the right of W, who is not an immediate neighbour of both S and U. Only one person sits between P and the one who likes Reebok. P does not like Nike. The one who likes Nivia sits second to the right of the one who likes Puma, who sits at one of the corners of the table. T faces the one who likes Nivia. The one who likes Boot sits immediate right of V, who is not an immediate neighbour of W. As many persons are sitting between T and the one who likes Action is same as between V and the one who likes Bata. U does not like Action. R likes Adidas but not an immediate neighbour of S. The one who likes Action does not sit opposite to Nike.

 

Question No : 1

P likes which of the following brands?

(1) Puma

(2) Bata

(3) Boot

(4) Action

(5) Adidas

Question No : 2

How many persons are sitting between Q and the one likes Bata?

(1) None

(2) One

(3) Two

(4) Three

(5) More than three

Question No : 3

Four of the following five are alike in a certain way and hence form a group. Which of the following one that does not belong to the group?

(1) U

(2) S

(3) T

(4) V

(5) W

Question No : 4

Who among the following person likes Nivia?

(1) U

(2) T

(3) V

(4) P

(5) W

Question No : 5

If all the persons are made to sit in alphabetical order from P in clockwise direction. Then, how many of them are remains their original position (Excluding P)?

(1) None

(2) One

(3) Two

(4) Three

(5) More than three