Volume and Surface Area of Sphere
A sphere is a solid object having a curved surface in a manner that every point on the surface is equidistant from the centre. A sphere is a round geometrical object in three-dimensional space, just like a surface of a ball. We are familiar with the 2-Dimensional geometrical shape called a circle, a sphere is a three-dimensional figure, and it can be defined as a set of points lying at the same distance from the centre point in the three-dimensional space. The points that lie on the opposite sides of a sphere is termed as "antipodes".
Surface Area of a Sphere
The surface area of a sphere is characterized as the measure of space covered by the sphere surface. A sphere is a three-dimensional solid object with a round structure. Sphere has a three-dimensional structure that forms by turning a disk that is round with one of the diagonals. To understand the concept of the surface area better, let us take an example of painting a ball. To paint the entire surface of the ball, the quantity of paint required has to be known beforehand. Thus the area of each face has to be known to ascertain the paint amount for painting the same. We characterize this term as the total surface area. The surface area of a sphere is equivalent to the areas of the entire face enclosing it.
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