If A is taller than B, and B is taller than C, who is the shortest?

To determine who is the shortest among A, B, and C, we start by analyzing the given statements. The first statement informs us that A is taller than B. This means that B cannot be the tallest or have equal height to A; A is the tallest among these two.

Next, we know that B is taller than C. This directly implies that C is shorter than B.

Combining these two pieces of information, we can deduce the following relationships:

• A > B (A is taller than B)

• B > C (B is taller than C)

From the above relationships, we can infer that A is the tallest, B comes next, and thus C is the shortest of the three.

Therefore, C is the answer to the question about who is the shortest among A, B, and C. This reasoning effectively confirms that C is the correct choice based on the height comparisons established in the statements.