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

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

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

Step 1: Visualize the circular arrangement of 7 people. Imagine a circle where we can place the people.
Step 2: Place person B anywhere in the circle. For example, let's place B at the top of the circle.
Step 3: Since A is sitting to the left of B, place A to the left of B in the circle.
Step 4: Now, since C is sitting to the right of A, place C to the right of A in the circle.
Step 5: We have now placed B, A, and C. The arrangement looks like this: A is left of B, and C is right of A.
Step 6: There are 4 remaining positions in the circle. We need to find out who is opposite B.
Step 7: In a circle of 7 people, the person opposite B will be 3 positions away from B.
Step 8: Count 3 positions clockwise from B. The first position is A, the second is C, and the third position is F.
Step 9: Therefore, F is sitting opposite B.

No concepts available.