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Regular object have equla sides and irregular dont

For several regular solids, there are well-known formulae - for example, for spheres, rectangular boxes, pyramids, cylinders, and others. For irregular solids, one method is to do measurements - an object can be immersed in a liquid, and the amount of liquid displaced can be measured. Another option is to split the object into small pieces in the shape of rectangular blocks or some other shape (perhaps the "splitting" is only in calculations), and add the volume of all the pieces. This is called "integration". In fact, many of the well-known formulae for regular solids - such as a sphere - have also been obtained through integration.

Regular solids are solids where all of the angles and faces are congruent. A die or cube is an example of a regular solid, specifically a regular square prism. A regular triangular pyramid would be a pyramid with a triangular base where each of the three sides of the pyramid were identical to the triangle on the base.

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