Cylinder and Cone Geometric Construction Demo
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This GeoGebra example demonstrates the geometric properties and spatial relationship between cylinders and cones. It covers core solid geometry concepts including volume, surface area, and cross-sections. Construction relies on Circle, Cone, and Cylinder commands, utilizing points A, B, C and parameters h, v for dynamic control. Ideal for high school geometry classes, math competitions, or self-study of 3D shapes.
GeoGebra Commands & Parameters
Circle(zAxis, C) → eCone(A, B, H / 2) → d, f, gCone(C, B, (h - 0.001) / 2) → i, k, jCircle(yAxis, B) → cCircle(yAxis, E) → pCircle(yAxis, E) → sCircle(yAxis, B) → tCircle(B, E, xOyPlane) → c_1Cylinder(c_1, -3.1561349047319176) → b, b_2, b_3Cylinder(b_2, v / 3) → a, d_1, lCylinder(b_2, (9 - v) / 9) → m, m_2, m_3Circle(D, I, xOyPlane) → qCircle(F, G, space) → rCircle(F, G, xOyPlane) → e_1