Total number of faces of a cuboid is:
- A$4$
- ✓$6$
- C$8$
- D$12$
Answer: B.
View full solution →Question types
Understanding Three Dimensional Shapes question types
44 questions across 5 question groups — pick any mix to generate a Maths paper with step-by-step answer keys.
44
Questions
5
Question groups
5
Question types
01
M.C.Q. [1 Marks Each]
10 Q→021 Marks Question
28 Q→032 Marks Questions
2 Q→043 Marks Question
2 Q→055 Marks Questions
2 Q→Sample Questions
Understanding Three Dimensional Shapes questions
One sample from each question group in this chapter. Select any group above to see the full set with answer keys.
A gas pipe is an example of:
- ACone
- ✓A cylinder
- CCube
- DSphere
Answer: B.
View full solution →Total number of edges of a cuboid is:
- A$4$
- B$6$
- C$8$
- ✓$12$
Answer: D.
View full solution →A tetrahedron is a pyramid whose base is a:
- ✓Triangle
- BSquare
- CRectangle
- DQuadrilateral
Answer: A.
View full solution →Which one of them is example of cuboid?
- ✓A dice
- BA football
- CA gas pipe
- DAn ice-cream cone
Answer: A.
View full solution →Name any four objects from your environment, which have the form of: A cube
Give two new examples of the following three-dimensional shape: Cone
In the following , state if the statement is true $(T)$ or false $(F):$ Number of faces in a cuboid and the number of faces in a cube are equal.
View full solution →Give two new examples of the following three-dimensional shape: Cylinder
Fill in the blanks to make the following statement true: Two adjacent faces of a cuboid meet in a line segment called its _____.
Figure represents a cuboid. The lengths of the edges $AE, EF$ and $FG$ are indicated as $l, b$ and $h$ respectively. Indicated the lengths of all other edges.
View full solution →In figure, if the face $EFGH$ is taken as the base, the name the lateral faces. Also, name the line segment represent the height of the cuboid.
View full solution →Draw a diagram to represent a cuboid. Label its vertices as $P, Q, R, S, T, U, V$ and $W$. Now write the names of its faces and edges.
View full solution →Draw a diagram to represent a cube. Label its vertices as $A, B, C, D, E, F, G$ and $H$. Now write the names of its faces and edges.
View full solution →For the cuboid shown:
$i.\ $What is the base of this cuboid?
$ii.\ $What are the lateral faces of this cuboid?
$iii.\ $Name one pair of opposite faces. How many pairs of opposite faces are there. Name them.
$iv.\ $Name all the faces of this cuboid which have $X$ as a vertex. Also, name those which have $VW$ as a side.
$v.\ $Name the edges of this cuboid which meet at the vertex $P.$ Also name those faces which meet at this vertex.
View full solution →$i.\ $What is the base of this cuboid?
$ii.\ $What are the lateral faces of this cuboid?
$iii.\ $Name one pair of opposite faces. How many pairs of opposite faces are there. Name them.
$iv.\ $Name all the faces of this cuboid which have $X$ as a vertex. Also, name those which have $VW$ as a side.
$v.\ $Name the edges of this cuboid which meet at the vertex $P.$ Also name those faces which meet at this vertex.
The dimensions of a cuboid with vertices $\text{A, B, C, D, E, F, G}$ and $H$ are as shown:
$i.\ $Which edges are of length $4\ cm?$ Which edges are of length $5\ cm?$
$ii.\ $Which faces have area equal to $20\ cm^2$?
$iii.\ $Which faces have the largest area$?$ What is this largest area$?$
$iv.\ $Which faces have a diagonal equal to $5\ cm?$
$v.\ $What is the area of the base of this cuboid$?$
$vi.\ $Do all the lateral faces have the same area$?$
View full solution →$i.\ $Which edges are of length $4\ cm?$ Which edges are of length $5\ cm?$
$ii.\ $Which faces have area equal to $20\ cm^2$?
$iii.\ $Which faces have the largest area$?$ What is this largest area$?$
$iv.\ $Which faces have a diagonal equal to $5\ cm?$
$v.\ $What is the area of the base of this cuboid$?$
$vi.\ $Do all the lateral faces have the same area$?$
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