Definitions
- Describing a three-dimensional shape with six parallelogram faces. - Referring to an object or structure that has a rectangular base and parallel sides. - Talking about a geometric figure with opposite faces that are parallel and congruent.
- Describing a three-dimensional shape with six rectangular faces. - Referring to an object or structure that has a rectangular base and perpendicular sides. - Talking about a geometric figure with opposite faces that are parallel and congruent, and adjacent faces that are perpendicular.
List of Similarities
- 1Both are three-dimensional shapes.
- 2Both have six faces.
- 3Both have parallel faces.
- 4Both can have rectangular faces.
What is the difference?
- 1Shape: Parallelepipedal has parallelogram faces, while cuboid has rectangular faces.
- 2Angles: Parallelepipedal has sharp angles, while cuboid has right angles.
- 3Perpendicularity: Cuboid has perpendicular sides, while parallelepipedal does not necessarily have perpendicular sides.
- 4Congruency: Parallelepipedal has congruent opposite faces, while cuboid has congruent opposite and adjacent faces.
- 5Versatility: Cuboid is a more versatile term that can be used in various contexts, while parallelepipedal is less common and more technical.
Remember this!
Parallelepipedal and cuboid are both three-dimensional shapes with six faces and parallel faces. However, the difference between them lies in their specific shape and angles. A parallelepipedal shape has parallelogram faces and sharp angles, while a cuboid shape has rectangular faces and right angles. Additionally, cuboid is a more versatile term that can be used in various contexts, while parallelepipedal is a more technical term.
