Solve the question based on the following given information carefully.

Eight persons P, Q, R, S, T, U, V and W are sitting around a rectangular table in such a way that four of them sit at four corners, who are facing towards the center, and rest four who sits at the middle of the side, are facing outside. They like different fruits – Banana, Grapes, Guava, Apple, Blueberry, Coconut, Litchi and Mango. All of them have different ages starting from 21 to 28 (in years). Q sits at the corner and likes Guava fruit. Only two persons sit between Q and the one whose age is greater than 24years but odd number. V neither likes Grapes nor Apple. S sits third to the right of V. S’s age is 22 years old. S is not an immediate neighbor of Q. The one whose age is 23 years, likes Litchi fruit and faces centre but does not sit to the immediate left of U. Only two persons sit between the U, who likes Banana and T who faces inside the center. The person who likes Apple fruit is 25 years old. Q’s age is an odd number. R faces towards the center. U is not an immediate neighbor of S. P sits second to the left of W who likes Coconut fruit. The one who likes Blueberry fruit sits second to the right of the one who likes Grapes fruit. The youngest person likes Mango fruit and W is not the oldest person. S faces inside the center. Neither R nor P likes Grapes fruit. T is 2 years older than U.

Question: Who among the following sits second to left of the one whose age is 21 years?

Read the given information carefully and answer the questions given below.

Four women and four men are sitting around a square table facing the centre. One person is sitting in each corner and at the midpoint of each side of the square. The position of Jatin is not to the right of Poonam but in front of Sweety. Poonam is sitting diagonally opposite to Pooja who is to the right of Deepika. Shyam who is sitting to the right of Poonam is diagonally opposite to the Govind, who is to the left of Rakesh.

Who sits opposite to Jatin?

Read the following information and answer the question given:
Eight persons S, T, U, V, W, X, Y and Z - are sitting around a rectangular table in such a way that four of them are sitting at four corners of the table while the other four sit in the middle of the sides. Those who sit in the middle of the sides are facing outside the centre while those who sit at the four corners faces towards the centre. There are only two persons sit between X and Z. S sits second to the right of X. Z is not an immediate neighbour of S. V sits on the middle side of the table. U sits immediate left to the V. T sits immediate right to the Y. W sits second to the left of T. Y sits one the corner side of the table.Now they start playing a game where each of them has to choose a ball from a bag full of balls on which different numbers are printed. It can be an odd or an even number i.e., $1, 2, 3, 4, 5, 6, 7 \mathrm{and} 9$. S chooses a ball and changes his place according to the given conditions. Similarly, others choose balls given in the condition below: Then they shift to table on which there are eight seats and the position of seats are numbered from $1 \mathrm{to} 8$, in clockwise direction which is given below:

Conditions:
$1.$ If the ball has $2$, printed on it, the person who chooses first moves to position $3$, facing the opposite direction of current direction.
$2.$ The person who chooses the ball which has either $5 \mathrm{or} 9$, printed on it then, person moves to position $5$, first then to position $7$, facing the same direction.
$3.$ If the ball has $7$, printed on it, then person moves to position-$6$, facing the same direction.
$4.$ If the ball has $3$, printed on it, the person who chooses first moves to position $4$, facing the same direction of current direction. 
$5.$ The person who chooses the ball which has $6$, printed on it moves to position-$2$, facing the same direction.
$6.$ The person who chooses the ball which has $1$, printed on it moves to position-$1$, facing the same direction.
$7.$ The person who chooses the ball which has $4$, printed on, moves to position-$8$, facing the same direction.
Chosen:
$1.$ W chooses a ball on which the Even number are printed other than $4 \mathrm{and} 6$, is printed.
$2.$ X chooses a ball on which $7$, is printed.
$3.$ The person immediate right of Y chooses a ball on which $5$, are printed.
$4.$ Y chooses a ball on which $3$, is printed.
$5.$ Z chooses a ball on which Even number are printed other than $2 \mathrm{and} 6$, is printed.
$6.$ U chooses a ball on which $1$, is printed.
$7.$ V chooses a ball on which Even number are printed other than $2 \mathrm{and} 4$, is printed.
$8.$ S chooses a ball on which $9$, is printed.
All the person chooses the ball in the same sequence as given above.
After all persons changed their places based on the above conditions, who sits second to the left of X?

Read the following information and answer the question given:
Eight persons S, T, U, V, W, X, Y and Z - are sitting around a rectangular table in such a way that four of them are sitting at four corners of the table while the other four sit in the middle of the sides. Those who sit in the middle of the sides are facing outside the centre while those who sit at the four corners faces towards the centre. There are only two persons sit between X and Z. S sits second to the right of X. Z is not an immediate neighbour of S. V sits on the middle side of the table. U sits immediate left to the V. T sits immediate right to the Y. W sits second to the left of T. Y sits one the corner side of the table.Now they start playing a game where each of them has to choose a ball from a bag full of balls on which different numbers are printed. It can be an odd or an even number i.e., $1, 2, 3, 4, 5, 6, 7 \mathrm{and} 9$. S chooses a ball and changes his place according to the given conditions. Similarly, others choose balls given in the condition below: Then they shift to table on which there are eight seats and the position of seats are numbered from $1 \mathrm{to} 8$, in clockwise direction which is given below:

Conditions:
$1.$ If the ball has $2$, printed on it, the person who chooses first moves to position $3$, facing the opposite direction of current direction.
$2.$ The person who chooses the ball which has either $5 \mathrm{or} 9$, printed on it then, person moves to position $5$, first then to position $7$, facing the same direction.
$3.$ If the ball has $7$, printed on it, then person moves to position-$6$, facing the same direction.
$4.$ If the ball has $3$, printed on it, the person who chooses first moves to position $4$, facing the same direction of current direction. 
$5.$ The person who chooses the ball which has $6$, printed on it moves to position-$2$, facing the same direction.
$6.$ The person who chooses the ball which has $1$, printed on it moves to position-$1$, facing the same direction.
$7.$ The person who chooses the ball which has $4$, printed on, moves to position-$8$, facing the same direction.
Chosen:
$1.$ W chooses a ball on which the Even number are printed other than $4 \mathrm{and} 6$, is printed.
$2.$ X chooses a ball on which $7$, is printed.
$3.$ The person immediate right of Y chooses a ball on which $5$, are printed.
$4.$ Y chooses a ball on which $3$, is printed.
$5.$ Z chooses a ball on which Even number are printed other than $2 \mathrm{and} 6$, is printed.
$6.$ U chooses a ball on which $1$, is printed.
$7.$ V chooses a ball on which Even number are printed other than $2 \mathrm{and} 4$, is printed.
$8.$ S chooses a ball on which $9$, is printed.
All the person chooses the ball in the same sequence as given above.
After changing their places based on the above conditions, What is the position of Y with respect to W?

Read the following information and answer the question given:
Eight persons S, T, U, V, W, X, Y and Z - are sitting around a rectangular table in such a way that four of them are sitting at four corners of the table while the other four sit in the middle of the sides. Those who sit in the middle of the sides are facing outside the centre while those who sit at the four corners faces towards the centre. There are only two persons sit between X and Z. S sits second to the right of X. Z is not an immediate neighbour of S. V sits on the middle side of the table. U sits immediate left to the V. T sits immediate right to the Y. W sits second to the left of T. Y sits one the corner side of the table.Now they start playing a game where each of them has to choose a ball from a bag full of balls on which different numbers are printed. It can be an odd or an even number i.e., $1, 2, 3, 4, 5, 6, 7 \mathrm{and} 9$. S chooses a ball and changes his place according to the given conditions. Similarly, others choose balls given in the condition below: Then they shift to table on which there are eight seats and the position of seats are numbered from $1 \mathrm{to} 8$, in clockwise direction which is given below:

Conditions:
$1.$ If the ball has $2$, printed on it, the person who chooses first moves to position $3$, facing the opposite direction of current direction.
$2.$ The person who chooses the ball which has either $5 \mathrm{or} 9$, printed on it then, person moves to position $5$, first then to position $7$, facing the same direction.
$3.$ If the ball has $7$, printed on it, then person moves to position-$6$, facing the same direction.
$4.$ If the ball has $3$, printed on it, the person who chooses first moves to position $4$, facing the same direction of current direction. 
$5.$ The person who chooses the ball which has $6$, printed on it moves to position-$2$, facing the same direction.
$6.$ The person who chooses the ball which has $1$, printed on it moves to position-$1$, facing the same direction.
$7.$ The person who chooses the ball which has $4$, printed on, moves to position-$8$, facing the same direction.
Chosen:
$1.$ W chooses a ball on which the Even number are printed other than $4 \mathrm{and} 6$, is printed.
$2.$ X chooses a ball on which $7$, is printed.
$3.$ The person immediate right of Y chooses a ball on which $5$, are printed.
$4.$ Y chooses a ball on which $3$, is printed.
$5.$ Z chooses a ball on which Even number are printed other than $2 \mathrm{and} 6$, is printed.
$6.$ U chooses a ball on which $1$, is printed.
$7.$ V chooses a ball on which Even number are printed other than $2 \mathrm{and} 4$, is printed.
$8.$ S chooses a ball on which $9$, is printed.
All the person chooses the ball in the same sequence as given above.
In initial arrangement who among the following sits third to the right of X?

Read the following information and answer the question given:
Eight persons S, T, U, V, W, X, Y and Z - are sitting around a rectangular table in such a way that four of them are sitting at four corners of the table while the other four sit in the middle of the sides. Those who sit in the middle of the sides are facing outside the centre while those who sit at the four corners faces towards the centre. There are only two persons sit between X and Z. S sits second to the right of X. Z is not an immediate neighbour of S. V sits on the middle side of the table. U sits immediate left to the V. T sits immediate right to the Y. W sits second to the left of T. Y sits one the corner side of the table.Now they start playing a game where each of them has to choose a ball from a bag full of balls on which different numbers are printed. It can be an odd or an even number i.e., $1, 2, 3, 4, 5, 6, 7 \mathrm{and} 9$. S chooses a ball and changes his place according to the given conditions. Similarly, others choose balls given in the condition below: Then they shift to table on which there are eight seats and the position of seats are numbered from $1 \mathrm{to} 8$, in clockwise direction which is given below:

Conditions:
$1.$ If the ball has $2$, printed on it, the person who chooses first moves to position $3$, facing the opposite direction of current direction.
$2.$ The person who chooses the ball which has either $5 \mathrm{or} 9$, printed on it then, person moves to position $5$, first then to position $7$, facing the same direction.
$3.$ If the ball has $7$, printed on it, then person moves to position-$6$, facing the same direction.
$4.$ If the ball has $3$, printed on it, the person who chooses first moves to position $4$, facing the same direction of current direction. 
$5.$ The person who chooses the ball which has $6$, printed on it moves to position-$2$, facing the same direction.
$6.$ The person who chooses the ball which has $1$, printed on it moves to position-$1$, facing the same direction.
$7.$ The person who chooses the ball which has $4$, printed on, moves to position-$8$, facing the same direction.
Chosen:
$1.$ W chooses a ball on which the Even number are printed other than $4 \mathrm{and} 6$, is printed.
$2.$ X chooses a ball on which $7$, is printed.
$3.$ The person immediate right of Y chooses a ball on which $5$, are printed.
$4.$ Y chooses a ball on which $3$, is printed.
$5.$ Z chooses a ball on which Even number are printed other than $2 \mathrm{and} 6$, is printed.
$6.$ U chooses a ball on which $1$, is printed.
$7.$ V chooses a ball on which Even number are printed other than $2 \mathrm{and} 4$, is printed.
$8.$ S chooses a ball on which $9$, is printed.
All the person chooses the ball in the same sequence as given above.
After all persons changed their places based on the above conditions, who among the following sits second from right of S?

Read the following information and answer the question given:
Eight persons S, T, U, V, W, X, Y and Z - are sitting around a rectangular table in such a way that four of them are sitting at four corners of the table while the other four sit in the middle of the sides. Those who sit in the middle of the sides are facing outside the centre while those who sit at the four corners faces towards the centre. There are only two persons sit between X and Z. S sits second to the right of X. Z is not an immediate neighbour of S. V sits on the middle side of the table. U sits immediate left to the V. T sits immediate right to the Y. W sits second to the left of T. Y sits one the corner side of the table.Now they start playing a game where each of them has to choose a ball from a bag full of balls on which different numbers are printed. It can be an odd or an even number i.e., $1, 2, 3, 4, 5, 6, 7 \mathrm{and} 9$. S chooses a ball and changes his place according to the given conditions. Similarly, others choose balls given in the condition below: Then they shift to table on which there are eight seats and the position of seats are numbered from $1 \mathrm{to} 8$, in clockwise direction which is given below:

Conditions:
$1.$ If the ball has $2$, printed on it, the person who chooses first moves to position $3$, facing the opposite direction of current direction.
$2.$ The person who chooses the ball which has either $5 \mathrm{or} 9$, printed on it then, person moves to position $5$, first then to position $7$, facing the same direction.
$3.$ If the ball has $7$, printed on it, then person moves to position-$6$, facing the same direction.
$4.$ If the ball has $3$, printed on it, the person who chooses first moves to position $4$, facing the same direction of current direction. 
$5.$ The person who chooses the ball which has $6$, printed on it moves to position-$2$, facing the same direction.
$6.$ The person who chooses the ball which has $1$, printed on it moves to position-$1$, facing the same direction.
$7.$ The person who chooses the ball which has $4$, printed on, moves to position-$8$, facing the same direction.
Chosen:
$1.$ W chooses a ball on which the Even number are printed other than $4 \mathrm{and} 6$, is printed.
$2.$ X chooses a ball on which $7$, is printed.
$3.$ The person immediate right of Y chooses a ball on which $5$, are printed.
$4.$ Y chooses a ball on which $3$, is printed.
$5.$ Z chooses a ball on which Even number are printed other than $2 \mathrm{and} 6$, is printed.
$6.$ U chooses a ball on which $1$, is printed.
$7.$ V chooses a ball on which Even number are printed other than $2 \mathrm{and} 4$, is printed.
$8.$ S chooses a ball on which $9$, is printed.
All the person chooses the ball in the same sequence as given above.
After all persons changed their places based on the above conditions, how many persons are sits between Y and Z?

Answer the question based on the information given below:
There are eight persons P, Q, R, S, T, U, V and W are sitting around a circular table four of them are facing the centre and other four are facing away from the centre. They are working in different banks i.e. BOB, Canara bank, Axis bank, Hdfc bank, SBI, ICICI bank, Syndicate bank and PNB bank but not necessarily in the same order. T is sitting between the person who works in Axis bank and the one who works in PNB bank. U faces the centre and sits third to the right of R. The person who works in Hdfc and SBI banks are facing same direction. S works in Axis bank and faces the person who works in ICICI bank. V sits third to the right of Q, who works in BOB bank. P works in SBI and R works in Canara bank. The person who works in Syndicate bank is facing outside the centre and an immediate neighbour of who works in PNB bank. W is an immediate neighbour of the person who works in SBI and Syndicate bank. T sits to immediate left of S.Now they start playing cards game. They shuffled a pack of cards. Then they shift to table in which there are eight seats and the position of seats are numbered from $1 \mathrm{to} 8$, in anticlockwise direction.

Conditions:
$1.$ If the card drawn is spade, the person who draws first moves to position $3$, then the second person who also draw spade moves to position $6$.
$2.$ If the card drawn is heart, the person who draws first moves to position $2$, then the second person who also draw heart moves to position $4$.
$3.$ If the card drawn is diamond, the person who draws first moves to position $1$, then the second person who also draw diamond moves to position $5$.
$4.$ If the card drawn is Club, the person who draws first moves to position $7$, then the second person who also draw Club moves to position $8$.
Draws:
$1.$ P draws ace of Club
$2.$ R draws king of Spade. 
$3.$ S draws ace of Diamond
$4.$ T draws queen of Heart
$5.$ V draws king of Diamond
$6.$ W draws queen of Spade
$7.$ Q draws ace of Club
$8.$ U draws king of Heart
All the person chooses the card in the same sequence as given above.
After all persons changed their places based on the above conditions, how many persons sit between W and T?

Answer the question based on the information given below:
There are eight persons P, Q, R, S, T, U, V and W are sitting around a circular table four of them are facing the centre and other four are facing away from the centre. They are working in different banks i.e. BOB, Canara bank, Axis bank, Hdfc bank, SBI, ICICI bank, Syndicate bank and PNB bank but not necessarily in the same order. T is sitting between the person who works in Axis bank and the one who works in PNB bank. U faces the centre and sits third to the right of R. The person who works in Hdfc and SBI banks are facing same direction. S works in Axis bank and faces the person who works in ICICI bank. V sits third to the right of Q, who works in BOB bank. P works in SBI and R works in Canara bank. The person who works in Syndicate bank is facing outside the centre and an immediate neighbour of who works in PNB bank. W is an immediate neighbour of the person who works in SBI and Syndicate bank. T sits to immediate left of S.Now they start playing cards game. They shuffled a pack of cards. Then they shift to table in which there are eight seats and the position of seats are numbered from $1 \mathrm{to} 8$, in anticlockwise direction.

Conditions:
$1.$ If the card drawn is spade, the person who draws first moves to position $3$, then the second person who also draw spade moves to position $6$.
$2.$ If the card drawn is heart, the person who draws first moves to position $2$, then the second person who also draw heart moves to position $4$.
$3.$ If the card drawn is diamond, the person who draws first moves to position $1$, then the second person who also draw diamond moves to position $5$.
$4.$ If the card drawn is Club, the person who draws first moves to position $7$, then the second person who also draw Club moves to position $8$.
Draws:
$1.$ P draws ace of Club
$2.$ R draws king of Spade. 
$3.$ S draws ace of Diamond
$4.$ T draws queen of Heart
$5.$ V draws king of Diamond
$6.$ W draws queen of Spade
$7.$ Q draws ace of Club
$8.$ U draws king of Heart
All the person chooses the card in the same sequence as given above.

In initial arrangement who among the following sits second to the right of who works in HDFC bank?