Study the given information carefully and answer the given questions :
Eight people P, Q, R, S, T, U, V and W are sitting around a circular table facing the centre not necessarily in the same order. T is sitting third to the right of P. W is sitting second to the right of S. S is not an immediate neighbour of either P or T. U and Q are immediate neighbours of each other. Q is not an immediate neighbour of P. V is not an immediate neighbour of W.
What is R's position with respect to V ?
Four of the following five are alike in a certain way based on their seating positions in the above arrangement and so form a group. Which one does not belong to the group ?
Who is sitting second to the right of the one who is sitting to the immediate right of W ?
How many people are sitting between U and W when counted from the left side of U ?
Who is sitting exactly between T and S ?
In each of the questions below, two statements are given followed by two conclusions numbered I and II. You have to take the two statements to be true even if they seem to be at variance from the commonly known facts and then decide which of the given conclusions logically follows from the given statements disregarding the commonly known facts.
Give answer a: if only conclusion I follows.
Give answer b: if only conclusion II follows.
Give answer c: if either conclusion I or II follows.
Give answer d: if neither conclusion I nor II follows.
Give answer e: if both conclusions I and II follow.
Statements :
All stones are pebbles.
All pebbles are rocks.
Conclusions
I. All stones are rocks.
II. All rocks are pebbles.
Statements :
All kings are rulers.
Some rulers are queens.
Conclusions :
I. Some kings are queens.
II. Atleast some queens are rulers.
Statements :
Some gardens are parks.
Some parks are areas.
Conclusions :
I. Atleast some areas are parks.
II. No garden is an area.
Statements :
No letter is a fax.
All messages are faxes.
Conclusions :
I. No message is a letter.
II. Atleast some faxes are messages.
Statements :
Some boards are plains.
No plain is a square.
Conclusions :
I. All squares are boards.
II. All plains are boards.
