Question

A, B, C, D, E and F are standing in a circular space facing the centre. A and C are together and also E and B are together. B is standing to the left of F. There are two persons between D and E. A and E are not together. If we move anti-clockwise from F to E, then how many persons are there between F and E?

• A. 1
• B. 2
• C. 3
• D. Data inadequate

Hint:

In circular arrangement problems, visualize the arrangement based on the given conditions to solve efficiently.

Answer 1

The Correct Option is B

Step 1: We know the following information: - A and C are together. - E and B are together. - B is to the left of F. - There are two persons between D and E. - A and E are not together. Step 2: To visualize this, let's try to arrange the persons as per the given conditions: - Since B is to the left of F, and E and B are together, B and E should be adjacent. - A and C are together, so we place them adjacent. - We place D and E with two persons between them. Now, after placing the people logically in the circle, we observe that when moving anti-clockwise from F to E, there are 2 people between them.