Finally, find the volume of the pyramid by dividing the value you just found from multiplying the base area by the height by 3. In this case, because all the linear measurements are centimeters, the volume is in cubic centimeters. \(\mathrm\) are the perimeter of bases, and \(L\) is the slant height. Remember that volumes are expressed in cubic units. We know that the lateral surface area of the frustum of a pyramid is the sum of areas of four surfaces (trapeziums). This is a frustum of a pyramid whose bases are in the shape of a square. There are two common types of frustums of pyramids: A frustum is a right frustum if the axis is perpendicular to the base otherwise, it is an oblique frustum.The surface area and volume will appear in the. To compute the surface area and volume of a pyramid in terms of its base dimension and height, click the Dimension button and enter the known values. The axis of a frustum is almost always the pyramid’s axis (the original shape). This calculator allows you to compute various measurements of a square right pyramid given a few known values.The lateral surfaces of a frustum of a pyramid are in trapezium shape.A frustum of a pyramid has the two polygonal bases such as square, triangle etc.The following are the properties of a frustum of a pyramid: Slant Height – Distance between the bases measured along the frustum’s lateral side.Altitude – Perpendicular distance between the bases of the frustum of a pyramid.Lower Base – The bottom base of the frustum of a pyramid or the original base of the pyramid.It is the base of a frustum of a pyramid on the top side. Upper Base – The base that is formed by removing the pyramid.
The various elements of a frustum of a pyramid are listed below:
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