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Answer :
Final answer:
A right pyramid is defined by having a polygonal base and triangular faces that converge at a single apex. Among the options provided, the attributes described do not fully encompass all properties of right pyramids. The most important characteristic is that they have triangular faces and a single apex.
Explanation:
Understanding Right Pyramids
A right pyramid is a three-dimensional geometric shape that has a polygonal base and triangular faces that converge at a single point called the apex. Of the options provided, the most accurate description relates to the characteristics of a right pyramid. Let's examine the provided options:
- 2 apexes: This is incorrect, as a right pyramid has only one apex.
- triangular faces: This is partially correct, as a right pyramid can have triangular faces, but this option doesn't define all types of right pyramids since some have different polygonal bases.
- circular base: This option can apply specifically to a right circular cone, not a general right pyramid.
- curved surface: This is incorrect, as a right pyramid consists solely of flat surfaces.
Therefore, while none of the options perfectly define what distinguishes a right pyramid, the best relevant attribute from traditional geometry is being a three-dimensional shape with triangular faces and a polygonal base, ultimately leading to a single apex.
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