If A is to the left of B and C is to the right of A, which of the following must

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Question: If A is to the left of B and C is to the right of A, which of the following must be true?

Options:

Correct Answer: A is to the left of C

Solution:

Since A is to the left of B and C is to the right of A, it follows that A must be to the left of C.

If A is to the left of B and C is to the right of A, which of the following must be true?

If A is to the left of B and C is to the right of A, which of the following must be true?

Step 1: Understand the positions given in the question.
Step 2: A is to the left of B. This means if you imagine a line, A is on the left side and B is on the right side.
Step 3: C is to the right of A. This means C is also on the right side of A, but we don't know where C is in relation to B yet.
Step 4: Since A is to the left of B, and C is to the right of A, we can visualize this: A (left) -> C (right) -> B (right).
Step 5: From this arrangement, we can conclude that A is also to the left of C.

Relative Positioning – Understanding the spatial relationships between objects based on given conditions.