Which polyhedron has all square faces?

Prepare for the Certify Teacher EC-6 (391) Mathematics Exam. Utilize multiple choice questions, flashcards, and explanations to excel in your assessment. Gear up for success!

Multiple Choice

Which polyhedron has all square faces?

Explanation:
All faces being squares describes a cube, a regular solid made up of six square faces. Each face is a square, all edges are the same length, and at every corner (vertex) three square faces meet at right angles. That combination—six square faces with consistent edges and right-angle junctions—defines the cube. A pyramid has a base and triangular side faces, so its faces aren’t all squares. An octahedron has triangular faces as well. A sphere isn’t made of flat faces at all, it’s a curved surface. So only the cube has every face as a square.

All faces being squares describes a cube, a regular solid made up of six square faces. Each face is a square, all edges are the same length, and at every corner (vertex) three square faces meet at right angles. That combination—six square faces with consistent edges and right-angle junctions—defines the cube.

A pyramid has a base and triangular side faces, so its faces aren’t all squares. An octahedron has triangular faces as well. A sphere isn’t made of flat faces at all, it’s a curved surface. So only the cube has every face as a square.

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