Faces, Edges and Vertices
Trending Questions
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A tetrahedron has ____ faces.
4
6
7
9
Question 74
State whether the statement is True or False.
A triangular prism has 5 faces, 9 edges and 6 vertices.
- Square Pyramid
- Cube
- Cone
- Cylinder
The number of edges a pentagonal pyramid has is
10
11
12
E
- edge
- side
- vertex
- point
How to find total surface area of a cuboid
Boundaries of surfaces are:
Surfaces
Curves
Lines
Points
A square pyramid has
3
4
5
6
- cone
- cube
- cuboid
- cylinder
The corners of solid shapes are called its __________.
- F - V - E = 2
- F + V - E = 2
- F + V + E = 2
- F + V - E = 3
Question 71
State whether the statement is True or False.
A cylinder has no vertex.
Which of the following statements are true?
(i) All cubes are cuboids
(ii) All cuboids are cubes
(iii) A cube has 6 faces , 8 corners , 12 edges
(iv) A cube has 8 faces , 12 corners and 6 edges
(i) and (iv)
only (i)
(i) and (iii)
(ii) and (iv)
- Face
- Plane
- Vertex
- Point
Question 38
Fill in the blank to make statement true.
A triangular prism has
A surface has length and width, but no thickness.
True
False
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Question 104
In the figure of a cube,
i) Which edge is the intersection of faces EFGH and EFBA?
ii) Which faces intersect at edge FB?
iii) Which three faces from the vertex A?
iv) Which vertex is formed by the faces ABCD, ADHE and CDHG?
v) Give all the edges that are parallel to edge AB
vi) Give the edges that are neither parallel nor perpendicular to edge BC.
vii) Give all the edges that are perpendicular to edge AB.
viii) Give four vertices that do not all lie in one plane.
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Question 115
How many faces does figure have?
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Question 76
State whether the statement is True or False.
A rectangular pyramid has 5 rectangular faces.
Question 39
Fill in the blank to make statement true.
A triangular pyramid has
Question 35
Fill in the blank to make statement true.
A plane surface of a solid enclosed by edges is called
- 5
- 10
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The sharp corners of a solid shape are called ________.
Faces
Vertices
Sides
Edges
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Complete the following table by filling the number of faces, the number of faces, the number of edges and the number of vertices for the given solid:
Solid | Number of faces | Number of edges | Number of vertices |
Cuboid/Cube | |||
Triangular prism | |||
Hexagonal prism | |||
Triangular pyramid | |||
Square pyramid | |||
Pentagonal pyramid |