NAT Analytical Reasoning MCQs

A lies somewhere before position 4 and G somewhere after position 4.
Therefore, A must be left of G.

With Z first, X cannot be second because W must sit to X's left.
The only valid order is Z-W-X-Y, so W is second.

B must be immediately left of A and C immediately right of A.
The consecutive block is therefore B-A-C.

The complete order is D, B, A, C, E.
A occupies the third, or middle, position.

The middle position in a row of seven is position four.
It is fourth from both ends.

The relation is O > M > N > P.
Therefore, O is definitely more expensive than M.

P at the far left occupies position 1, so Q must occupy position 2.
R remains in position 3.

The condition explicitly requires A and B to occupy neighboring seats.
No other adjacency is guaranteed.

D must be left of A, A left of B, and B left of C.
This gives D-A-B-C.

In a four-seat circle, opposite positions form two pairs.
If A and C form one pair, B and D form the other.

Moving three places right from position 2 reaches position 5.
Thus, F is fifth from the left.

If P is immediately clockwise from Q, then Q is immediately counterclockwise from P.
The relationship is reciprocal.