To verify the algebraic identity (a-b)³=a³-b³-3(a-b)ab
A cube is a three-dimensional solid object bounded by six square faces, It has 6 faces, 12 edges, and 8 vertices. cube have a length of Height, width, and thickness are equal. In the case of Cuboid, these lengths are not equal.
The volume of the cube is the space contained in it. Suppose, if an object is in cubical shape, and we need to immerse any material in it, say water, then measure the amount of water in litres to be kept in the object is calculated by its volume. The formula for the volume is given by: Volume of the cube= (side)³
A cuboid is a 3-D shape with sides that are rectangular. Cuboids have six surfaces and twelve edges. Objects that are cuboids include books, matchboxes, and shoeboxes. If a cuboid has faces that are all square, it is a cube. All the angles of the cuboid are right angles.
The product of the length of each side itself.
Formula : Volume = height x width x thikness
Volume of cuboid is the total number of spaces occupied by the cuboid in a three dimensional space. A cuboid is a three-dimensional structure. having six rectangular faces. These six faces of the cuboid exist as a pair of three parallel faces. Therefore, the volume is a measure of based on the dimensions of these faces, i.e., length, width, and height. Volume of cubiod = length * width * height = l * b * h(cubic unit)
Concept of cube
Concept of cuboid
Subtraction of terms
Multipication of terms
The product of its height, width, and thickness
Formula : Area = side x side x side = side³