Geometry

Question Analysis:
This conceptual question evaluates understanding of how volume scales with base area and height.

Key Concept Explanation:
Volume depends linearly on base area and height.
Compensating changes (e.g., double base + half height) may cancel out.

Step-by-Step Solution:
Let Pyramid B’s base area = B, height = H. Its volume = (1/3)BH.
Pyramid A’s base area = 2B, height = H/2. Its volume = (1/3)(2B)(H/2) = (1/3)BH.
Volumes are equal.

C...