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Let V be the volume of an inverted cone with vertex at origin and the axis of the cone is along positive y-axis. The cone is filled with water up to half of its height. The volume of water is
V/8
V/6
V/3
V/2
Let r and h be the radius and height of the cone, respectively. In ΔCOD and ΔOAB ∠COD = ∠AOB (Common) ∠OCD = ∠OAB (90° each) ∴ ΔOCD ≈ ΔOAB (AA similarity) ⇒CD/AB =OC/OA (Corresponding sides are proportional)
By: Munesh Kumari ProfileResourcesReport error
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