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Answer :
A sphere is a three-dimensional object defined as the set of all points that are at a fixed distance from a center point. This means that:
1. A sphere has a continuous, \emph{curved surface}.
2. It does not have any \emph{apex} (a pointed vertex).
3. It does not have any \emph{edges} because there aren’t any line segments where flat surfaces meet.
On the other hand, a \emph{circular face} implies a flat surface that is shaped like a circle. Since a sphere is completely curved and does not consist of any flat surfaces, it does not have a circular face.
Thus, the attribute that is not applicable to a sphere is given by:
[tex]$$\text{Circular face}.$$[/tex]
The final answer is option 3.
1. A sphere has a continuous, \emph{curved surface}.
2. It does not have any \emph{apex} (a pointed vertex).
3. It does not have any \emph{edges} because there aren’t any line segments where flat surfaces meet.
On the other hand, a \emph{circular face} implies a flat surface that is shaped like a circle. Since a sphere is completely curved and does not consist of any flat surfaces, it does not have a circular face.
Thus, the attribute that is not applicable to a sphere is given by:
[tex]$$\text{Circular face}.$$[/tex]
The final answer is option 3.
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