A, B, C, D, P, Q and R are sitting around a circular table facing the centre of the table. Only C sits between D and R. R sits third to the left of P. A sits to the immediate left of P. B is not an immediate neighbour of R. Who sits third to the left of Q?
This problem involves deductive reasoning to determine the seating arrangement of seven people (A, B, C, D, P, Q, R) around a circular table, facing the center, based on a set of clues.
Let's break down the clues step-by-step to figure out who sits where. We'll assume positions are numbered 1 to 7 clockwise around the table, and "left" refers to the clockwise direction since they are facing the center.
Let's combine the clues and the partial arrangement (P, A, __, R, __, __, __):
Let's double-check if this arrangement satisfies all the conditions:
The question asks who sits third to the left (clockwise) of Q.
Therefore, D sits third to the left of Q.
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?