Volume of a right circular cone of radius r and height h is given by __________

The correct answer is: 1/3 πr²h

The volume of a cone is defined as the amount of space or capacity a cone occupies. The volume of cone is measured in cubic units like cm³, m³, in³, etc. A cone can be formed by rotating a triangle around any of its vertices. A cone is a solid 3-D shapes figure with a circular base. It has a curved surface area. The distance from the base to the vertex is the perpendicular height. A cone can be classified as a right circular cone or an oblique cone. In the right circular cone, a vertex  is vertically above the centre of the base whereas, in an oblique cone, the vertex of the cone is not vertically above the centre of the base.
The formula to calculate the volume of a cone, given the height and its base radius is:

V = ()πr² h cubic units
Therefore, option c) πr² h is correct.
If we take option a) πr³ = Volume of a sphere
If we take option b) πr²h = Volume of cylinder
If we take option d) πr³ = Volume of hemisphere