(1 point)
They are square pyramids. They have 5 faces. The 4 lateral faces are
• triangles, and the 5th face is a square base. Each pyramid has 5 vertices and 8 edges. The 4 lateral faces meet at a single point, or apex.
They are square pyramids. They have 4 faces. The 3 lateral faces are O triangles, and the 4th face is a square base. Each pyramid has 6 vertices and 8 edges. The 3 lateral faces meet at a single point, or apex.
They are right rectangular pyramids. They have 6 faces. The 5 lateral faces
• are triangles, and the 6th face is a triangular base. Each pyramid has 5 vertices and 8 edges. The 4 lateral faces meet at a single point, or apex.
They are triangular pyramids. They have 5 faces. The 4 lateral faces are
• triangles, and the 5th face is a square base. Each pyramid has 5 vertices and 8 edges. The 4 lateral faces meet at a single point, or apex.
3 answers
The correct description of the pyramids of Giza is:
They are square pyramids. They have 5 faces. The 4 lateral faces are triangles, and the 5th face is a square base. Each pyramid has 5 vertices and 8 edges. The 4 lateral faces meet at a single point, or apex.
These attributes accurately describe the structure and properties of square pyramids.
To calculate the surface area of a puzzle game represented by square units of 1 inch each, we need to know how many squares are involved in the design. However, since the question does not provide specific information about the arrangement or dimensions of the object, I can't determine an exact surface area value directly.
If you assume a puzzle game that consists of 54 individual squares (since "54 in." is one of the multiple-choice options), the surface area would indeed be 54 square inches. Therefore, if that is the case, the answer would be:
54 in.²
If you have more specific details about the dimensions or layout of the puzzle game, please provide them for a more accurate calculation.
