Advertisements
Advertisements
Question
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. | ||||
Complete the Table
Advertisements
Solution
On the basis of properties and features of cone, cylinder, prism and pyramid, we can fill the given table as follows:
| Solids | ||||
| Properties | Cone | Cylinder | Prism | Pyramid |
| 1. The figure is a Polyhedron. | x | x | ✓ | ✓ |
| 2. The figure has diagonals. | x | x | x | ✓ |
| 3. The shape has curved edges. | ✓ | ✓ | x | x |
| 4. The base of figure is a polygon. | x | x | ✓ | ✓ |
| 5. The bases are congruent. | x | ✓ | ✓ | x |
| 6. The base of figure is a polygon and other faces meet at a single point. | x | x | x | ✓ |
| 7. The base of figure is a curved edge and other faces meet at a single point. | ✓ | x | x | x |
shaalaa.com
Is there an error in this question or solution?
APPEARS IN
RELATED QUESTIONS
Draw the top, front and side view of the following solid shapes

- Draw more shapes that will not fold to make an open box.
The number of cubes in
are ______.
Draw the net of the following cuboid:

Match the following:
| Figure | Name | ||
| (a) | ![]() |
(a) | Hexahedron |
| (b) | ![]() |
(b) | Hexagonal Prism |
| (c) | ![]() |
(c) | Square Pyramid |
| (d) | ![]() |
(d) | Cone |
Out of ______ faces of a triangular prism, ______ are rectangles and ______ are triangles.
A prism has four bases.
Draw a net of a cuboid having same breadth and height, but length double the breadth.
Draw the net of a square pyramid with base as square of side 4 cm and slant edges 6 cm.
What is a key difference between 2-dimensional and 3-dimensional shapes?




