Read the directions carefully and give the answer from the given options. P, Q, R, S, T, K, L, M and N are sitting around a circle facing the centre. K is $4^{th}$ to the right of P and P is $3^{rd}$ to the right of Q. N is $4^{th}$ to the left of Q and $3^{rd}$ to the right of S. R is $2^{nd}$ to the right of M and M is the immediate neighbour of P. T is $2^{nd}$ to the left of L. Who is to the immediate left of K?
Let's solve the problem step-by-step by arranging the people around a circle based on the given conditions:
All conditions match correctly without any contradictions.
Conclusion:
The person to the immediate left of K (position 8) is R (position 5). Thus, the answer is:
Seven people, C, D, E, F, L, M and N, are sitting in a row, facing north.
Only two people sit to the right of C. Only two people sit between C and L. Only two people sit between E and N. N sits to the immediate left of C. M sits to the immediate right of F. Who sits at the third position from the left end of the row?
Seven boxes, A, B, C, D, E, F and G, are kept one over the other but not necessarily in the same order. Only A is kept above F. Only D is kept between F and C. Only E is kept below B. How many boxes are kept below C?
P, Q, R, S, T, U and V are sitting in a row, facing north. No one sits to the left of U. Only four people sit between U and R. Only three people sit to the right of V. P sits to the immediate left of S. Q is not an immediate neighbour of V. How many people sit between P and T?