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Answer :
A sphere is a three-dimensional object where every point on its surface is equidistant from its center. This means that the surface of a sphere is completely smooth and curved without any flat parts.
Let's analyze each option:
1. An apex is a point, usually found in shapes like pyramids or cones. A sphere does not have a point that stands out as the “top” or “bottom,” so it does not have an apex.
2. A curved surface is a surface in which every part is continuously curved. Since a sphere has a surface that is entirely round without any breaks or flat parts, it is described as having a curved surface.
3. Edges are the line segments where two faces meet in a polyhedron. A sphere has no edges because it doesn’t have any flat faces.
4. A circular base describes the flat, circular bottom of a shape such as a cylinder or a cone. A sphere does not have a base at all because its surface is uniformly curved all over.
Based on this reasoning, the attribute that correctly describes a sphere is its [tex]$ \textbf{curved surface} $[/tex].
Thus, the correct answer is:
[tex]$$2$$[/tex]
Let's analyze each option:
1. An apex is a point, usually found in shapes like pyramids or cones. A sphere does not have a point that stands out as the “top” or “bottom,” so it does not have an apex.
2. A curved surface is a surface in which every part is continuously curved. Since a sphere has a surface that is entirely round without any breaks or flat parts, it is described as having a curved surface.
3. Edges are the line segments where two faces meet in a polyhedron. A sphere has no edges because it doesn’t have any flat faces.
4. A circular base describes the flat, circular bottom of a shape such as a cylinder or a cone. A sphere does not have a base at all because its surface is uniformly curved all over.
Based on this reasoning, the attribute that correctly describes a sphere is its [tex]$ \textbf{curved surface} $[/tex].
Thus, the correct answer is:
[tex]$$2$$[/tex]
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Rewritten by : Barada
