In a circular arrangement of 7 people, if A is sitting to the left of B and C is

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Question: In a circular arrangement of 7 people, if A is sitting to the left of B and C is sitting to the right of B, who is sitting opposite A?

Options:

Correct Answer: G

Solution:

By placing A and B, and C accordingly, we can determine that G is opposite A.

In a circular arrangement of 7 people, if A is sitting to the left of B and C is sitting to the right of B, who is sitting opposite A?

In a circular arrangement of 7 people, if A is sitting to the left of B and C is sitting to the right of B, who is sitting opposite A?

Step 1: Visualize a circle where 7 seats are arranged for 7 people.
Step 2: Place person A in one of the seats.
Step 3: Since A is sitting to the left of B, place B in the seat immediately to the right of A.
Step 4: C is sitting to the right of B, so place C in the seat immediately to the right of B.
Step 5: Now, we have A, B, and C placed. The remaining seats are for D, E, F, and G.
Step 6: To find who is opposite A, we need to count 3 seats clockwise from A's position (since there are 7 people, the opposite seat is 3 seats away).
Step 7: Count 3 seats from A: the first seat is B, the second seat is C, and the third seat is D.
Step 8: Therefore, the person sitting opposite A is D.

Circular Arrangement – Understanding the positioning of individuals in a circular format and the relationships between their positions.
Relative Positioning – Determining the positions of individuals based on given conditions (e.g., left, right).