It has both.
a cube * * * * * It cannot be a cube because a cube does not have 8 pairs of perpendicular faces - it has 12.
Yes, a cube is considered a parallel shape because it has opposite faces that are parallel to each other. In a cube, all six faces are identical squares, and each pair of opposite faces is parallel. Additionally, the edges of a cube are also parallel to each other, forming straight lines that do not intersect.
A cube has six faces, which are arranged in three sets of two parallel faces.
8
Yes, a cube has both parallel and perpendicular edges. Each edge of the cube is parallel to another edge that runs in the same direction, while edges that meet at a vertex are perpendicular to each other. Specifically, three edges meet at each vertex, and each pair of these edges is perpendicular.
a cube * * * * * It cannot be a cube because a cube does not have 8 pairs of perpendicular faces - it has 12.
Yes. Adjacent sides in a cube are perpendicular and planes that are perpendicular to the same plane are parallel.
there are three parallel faces in a cube
Yes, a cube is considered a parallel shape because it has opposite faces that are parallel to each other. In a cube, all six faces are identical squares, and each pair of opposite faces is parallel. Additionally, the edges of a cube are also parallel to each other, forming straight lines that do not intersect.
A cube. A cube. A cube. A cube.
A cube has six faces, which are arranged in three sets of two parallel faces.
8
4.
Yes, a cube has both parallel and perpendicular edges. Each edge of the cube is parallel to another edge that runs in the same direction, while edges that meet at a vertex are perpendicular to each other. Specifically, three edges meet at each vertex, and each pair of these edges is perpendicular.
no, there are only two faces and one is curved therefore cannot be parallel in order for the cone to eventually come to a point, there cannot be any perpendicular faces
A cube has three pairs of parallel faces and all faces are congruent.
A cube.