In a circular arrangement, if L is sitting to the right of K and M is sitting to

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Question: In a circular arrangement, if L is sitting to the right of K and M is sitting to the left of K, who is sitting opposite L?

Options:

Correct Answer: N

Solution:

Since L is to the right of K and M is to the left of K, N must be sitting opposite L.

In a circular arrangement, if L is sitting to the right of K and M is sitting to the left of K, who is sitting opposite L?

In a circular arrangement, if L is sitting to the right of K and M is sitting to the left of K, who is sitting opposite L?

Step 1: Visualize the circular arrangement. Imagine a circle where people can sit around it.
Step 2: Place K in any position on the circle. Let's say K is at the top.
Step 3: Since L is sitting to the right of K, place L to the right of K.
Step 4: Now, since M is sitting to the left of K, place M to the left of K.
Step 5: Identify the position opposite L. Since L is to the right of K, the position opposite L will be directly across the circle.
Step 6: Determine who is sitting in the position opposite L. This person is N.

Circular Arrangement – Understanding the positioning of individuals in a circular format based on given relationships.
Relative Positioning – Determining the positions of individuals relative to one another (right, left, opposite).