The central angle of a cone is the angle formed by the intersection of two radii at the center of the cone.
The central angle of a cone can be calculated by dividing the arc length of the base of the cone by the radius of the base.
The central angle of a cone is directly proportional to the surface area of the cone. As the central angle increases, the surface area also increases.
No, the central angle of a cone cannot be greater than 360 degrees because it would result in overlapping and self-intersecting surfaces.
The central angle of a cone does not have a direct effect on the volume of the cone. However, a larger central angle may result in a wider and shorter cone, which would have a different volume than a narrower and taller cone with the same base radius.