This solution explains how to solve a logic puzzle about seven people (A, B, C, D, E, F, G) sitting in a row facing north. We will determine the exact seating arrangement based on the given clues to find out how many people are sitting to the right of person A.
First, let's list and understand all the conditions given in the problem:
Let's combine the constraints to find the seating order. We represent the 7 positions as 1 2 3 4 5 6 7 (from left to right, as they face North).
We can combine Condition 1 (D _ _ C) and Condition 3 (C _ E). If D is to the left of C, and C is to the left of E (with one person between them), the combined structure looks like D _ _ C _ E. This sequence uses 6 positions.
Now, let's incorporate Condition 2 (E G). Since G must sit immediately to the right of E, the sequence extends to D _ _ C _ E G. This sequence perfectly accommodates all 7 people.
The structure based on these combined conditions is: [D] [_] [_] [C] [_] [E] [G].
The people remaining to be placed are F, A, and B. We need to place them in the empty seats (positions 2, 3, and 5) following Condition 4 (F ... A ... B).
Fitting F, A, B into seats 2, 3, and 5 while maintaining the order F...A...B requires:
This leads to the final seating arrangement:
D F A C B E G
Let's verify this arrangement against all the initial conditions:
Since all conditions are satisfied, this is the correct arrangement.
In the determined arrangement, D F A C B E G: