Mensuration is a subsection of mathematics that studies the calculation of 2D and 3-dimensional geometric figures. It also examines their characteristics such as length, area, lateral surface area, and volume. Thus, mensuration refers to the field of geometry that is involved in determining lengths and volumes. It provides the basis for computation and explains the basic equations and properties of many figures and forms. Leonard Digges is the father of Mensuration, while Archimedes invented it.
Mensuration is a discipline of mathematics that is a means of measurement. We use mensuration in various circumstances throughout our lives.
Examples of mensuration include the measurement of length of fabric required for sewing, the size of a wall to be painted, the perimeter of the circular garden to be fenced, and the amount of water required to fill the tank. There are both standard and non-standard units of measurement that can measure objects or amounts.
Measurement instruments make our lives easier and safer, as well as improve the quality and quantity of our lives. In addition, the capacity to properly quantify physical characteristics has arguably the greatest survival value, providing humans with an adaptive, evolutionary advantage refined through many years of natural selection.
Plane figure: A figure with three or more sides or a circular border.
Perimeter: The entire length of a planar figure's sides.
Area: The amount of space occupied by a planar figure.
Surface area: The amount of space occupied by a solid's exterior surface.
Volume: The amount of space the solid takes up.
Solid figures: The items that occupy space and have three dimensions.