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प्रश्न
Solid having only line segments as its edges is a ______.
विकल्प
Polyhedron
Cone
Cylinder
Polygon
उत्तर
Solid having only line segments as its edges is a polyhedron.
Explanation:
A polyhedron is the solid is made up of polygonal region called faces and these faces meet at edges called line segments and the edges meet at vertices are called point. So it has only line segments as its edge.
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संबंधित प्रश्न
Dice are cubes with dots on each face. Opposite faces of a die always have a total of seven dots on them.
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The other name of cuboid is tetrahedron.
A cuboid has atleast 4 diagonals.
Count the number of cubes in the given shape.
Complete the table given below by putting tick mark across the respective property found in the solids mentioned.
| Solids | ||||
| Properties | Cone | Cylinder | Prism | Pyramid |
| 1. The figure is a Polyhedron. | ||||
| 2. The figure has diagonals. | ||||
| 3. The shape has curved edges. | ||||
| 4. The base of figure is a polygon. | ||||
| 5. The bases are congruent. | ||||
| 6. The base of figure is a polygon and other faces meet at a single point. | ||||
| 7. The base of figure is a curved edge and other faces meet at a single point. | ||||
The solid with one circular face, one curved surface and one vertex is known as ______.
The base of a triangular pyramid is a ______.
Cuboid is a rectangular ______.
