In a linear arrangement, if A is at one end and E is at the other end, which of

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Question: In a linear arrangement, if A is at one end and E is at the other end, which of the following cannot be true?

Options:

Correct Answer: E is to the left of A

Solution:

If A is at one end and E is at the other, E cannot be to the left of A as that would contradict their positions.

In a linear arrangement, if A is at one end and E is at the other end, which of the following cannot be true?

In a linear arrangement, if A is at one end and E is at the other end, which of the following cannot be true?

Step 1: Understand that a linear arrangement means items are placed in a straight line.
Step 2: Identify the positions of A and E. A is at one end of the line, and E is at the opposite end.
Step 3: Visualize the arrangement. If A is on the left end, E must be on the right end.
Step 4: Consider the statement 'E cannot be to the left of A.' This means E cannot be positioned anywhere to the left of A.
Step 5: Conclude that if A is on the left and E is on the right, E being to the left of A is impossible.

Linear Arrangement – Understanding the positions of elements in a straight line and their relative placements.
Logical Contradiction – Identifying scenarios that contradict given conditions or arrangements.