Surface Area Of A Cone Formula
Surface Area Of A Cone Formula
There is a certain amount of area occupied by the surface of a cone, which is its surface area. A cone has a circular base, and is a 3-D shape. The height of the cone is measured between the centre of the base and the topmost part (in the case of ice cream, this portion is at the bottom). A cone’s surface area can be calculated in two ways: as its total surface area and as its curved surface area.
The purpose of this article is to teach how to calculate the surface area of a cone. Unlike the curved surface area, the total surface area includes both curved and flat circular areas.
What is the Surface Area of Cone?
The “surface area” of the cone refers to the space occupied by the surface or boundary of the cone. Square units are always used to measure it. A cone can be formed by stacking multiple triangles and rotating them around an axis. This object has a flat base, giving it a total surface area as well as a curved surface area. A cone can be classified as either a right circular cone or an oblique cone. In a right circular cone, the vertex usually lies vertically above the centre of the base; in an oblique cone, the vertex does not lie vertically above the centre.
Surface Area of Cone Formula
A cone has a curved surface, so one can express its curved surface area as well as its total surface area. The surface area of a cone can be divided into two types:
- Total Surface Area
- Curved Surface Area
Curved Surface Area of Cone
There are both flat and curved surfaces on the cone, just like on other three-dimensional shapes. Those parts of the cone with curved surfaces other than their circular flat bases are considered the curved surface areas.
Curved Surface Area of Cone Formula
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Derivation of Surface Area of Cone
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Finding Surface Area of Cone
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Surface Area of Cone Examples
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Practice Questions on Surface Area of Cone
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