Advertisements
Advertisements
Question
What is the least number of planes that can enclose a solid? What is the name of the solid?
Advertisements
Solution
The least number of planes that can enclose a solid is 4.
The name of the solid is Tetrahedron.
APPEARS IN
RELATED QUESTIONS

- Find out which of the other 8 shapes can be folded to make an open box.
Chanda wants to make a deep drawing of this cube. She draws the cube-like this.

- In the same way, make a deep drawing of a box that looks like this.

The net shown below can be folded into the shape of a cube. The face marked with the letter L is opposite to the face marked with which letter?
The net of a rectangular prism has ______ rectangles.
Every cylinder has 2 opposite faces as congruent circles, so it is also a prism.
Count the number of cubes in the given shape.

Count the number of cubes in the given shape.

Match the following:
| Figure | Name | ||
| (a) | ![]() |
(a) | Hexahedron |
| (b) | ![]() |
(b) | Hexagonal Prism |
| (c) | ![]() |
(c) | Square Pyramid |
| (d) | ![]() |
(d) | Cone |
Identify the nets given below and mention the name of the corresponding solid in the space provided.
| Nets | Name of Solid | |
| (a) | ![]() |
|
| (b) | ![]() |
|
| (c) | ![]() |
|
| (d) | ![]() |
|
| (e) | ![]() |
|
| (f) | ![]() |
|
A tetrahedron has 3 triangular faces and 1 rectangular face.










