Q: Why is the pyramid stronger than a cube?

Write your answer...

Submit

Still have questions?

Continue Learning about Math & Arithmetic

Assuming a square-based pyramid. 4 more edges in a cube than in a pyramid.

4. Because a cube has 12 and Pyramid has 8

A cube has 8 vertices, a triangular pyramid has 4. So there are 4 more.

A cube has 6 vertices and a square or rectangular based pyramid has 5 vertices so the cube has 1 more.

A cube has 12 edges. A 4-sided pyramid has 8 edges. A 3-sided pyramid has 6 edges. There are also other pyramids with more sides.

Related questions

i think its because it has small triangles in the cube

Assuming a square-based pyramid. 4 more edges in a cube than in a pyramid.

4. Because a cube has 12 and Pyramid has 8

A cube has six sides; a pyramid has five, if you count the bottom of the base.

A cube has 8 vertices, a triangular pyramid has 4. So there are 4 more.

A cube has 6 vertices and a square or rectangular based pyramid has 5 vertices so the cube has 1 more.

A cube has 6 faces and a triangular pyramid has 5 faces. So a cube has 1 more face than a triangular prism. But a triangular pyramid has four faces. You make the call. That is correct: A triangular prism has five faces, and a cube has six faces, but a triangular pyramid has four faces.

A cube has 12 edges. A 4-sided pyramid has 8 edges. A 3-sided pyramid has 6 edges. There are also other pyramids with more sides.

pyramid are stronger than T-rexes noobs

the pyramid is a solid triangle. aka pyramid. A cube is well a solid square that is 3D. So is a pyramid.

A lot of things. For example, a cube has 8 vertices, the square pyramid has 5. A cube also has more edges and faces than the pyramid. All the faces of the cube are squares, while the pyramid only has one square face. Also, all the angles in the cube are right angles, while the angles in a square pyramid (in the usual sense of a pyramid where the apex is directly above the center of the base) are acute. In any case, they are not all right angles.

Square pyramid: 5 Cube: 6