Volume of a 3D Geometric Shapes

 Volume of a 3D Geometric Shapes 

Learn about Volume of a 3D Geometric Shapes. Volume is the measurement of space occupied inside the Three Dimensional Shape. Volume can be measured in Cubic Units. Volume can be measured in any solid shapes like Cube, Cuboid, Cylinder, Cone and Sphere. A Cube is a Three Dimensional 3D Shape with 12 Sides, 8 Vertices and 6 Faces. Formula for Volume of a Cube is X to the Power of 3 where X is Side of the Cube. A Cuboid is a three Dimensional 3D Shape with 12 Sides, 8 Vertices and 6 Faces. Formula for Volume of a Cuboid is L Times W Times H where L is Length, W is Width and H is Height. A Cylinder is a Three Dimensional 3D Shape with two circular faces at the two ends. Cylinder has no sides and no Vertices. Formula for Volume of a Cylinder is 𝞹(rPower2)h where r is Radius and h is Height. A Cone is a three Dimensional 3D Shape with One circular faces in one end, One Vertex in other end and has no sides. Formula for Volume of a Cone is 𝞹(rPower2) h/3. A Sphere is a Three Dimensional 3D Shape with no vertices and no sides like Circle. Formula for Volume of a Sphere is 4/3 𝞹(rPower3) where r is Radius. 

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