A. 384 π m³
B. 350 π m³
C. 320 π m³
D. 400 π m³
🧠 Explanation:
A cone-shaped building with an 8m diameter and 17m slant height has a volume of 384π m³ (using V = ⅓πr²h). For math students, this highlights geometry, making it a key topic for studying 3D shapes, volume calculations, and engineering applications. Such problems apply to architecture. Understanding this ensures accurate spatial computations. It’s essential for mastering geometric formulas and their uses. Studying cone volumes offers insights into spatial reasoning, crucial for math, engineering, and architecture, ensuring precise calculations for structural design and planning.
