They're 3D figures. Also, a cube is a type of rectangular prism (This can be taken from the fact that a square is a type of rectangle, because a rectangle is a parallelogram with right angles). Both figures have 6 faces, 8 vertices, and 12 edges. All the angles are right angles (in measure of 2-dimensional views). Note: Even though a cube is a type of rectangular prism, not all rectangular prisms are cubes.
A cube is a rectangular prism in which each edge is of the same length.
They are all, technically, prisms.
No, a cube is a cube and a rectangular prism is a rectangular prism. They are two different shapes.
These shapes are alike because they have the same faces, edges,and vertices.
they are the same shape, so they will be alike.
A cube is a rectangular prism in which each edge is of the same length.
They are alike, because they both have square bottoms. They are different, because the rectangular prism is longer.
They are all, technically, prisms.
No, a cube is a cube and a rectangular prism is a rectangular prism. They are two different shapes.
These shapes are alike because they have the same faces, edges,and vertices.
They have the same number of edges, faces and vertices.
A Rubik's cube is a cube, therefore it is a type of rectangular prism.
they are the same shape, so they will be alike.
A cube is a special case of a rectangular prism. If each edge of a rectangular prism were of the same measure, then it would be a cube.
a cube is a 3d pop out type of figure,and a retangluar prism is wider and more retangle than a cube. A cube and a square are alike because they are the same shape but they are different size angles and shaps on there verices.
They are both hexahedra with three pairs of parallel faces meeting, three at a time, at right angles. All edges (sides) of a cube are of equal length whereas in a rectangular prism they are not.
They are both hexahedra with three pairs of parallel faces meeting, three at a time, at right angles. All edges (sides) of a cube are of equal length whereas in a rectangular prism they are not.