SURFACE AREAS AND VOLUMES - MCQs

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Maths — SURFACE AREAS AND VOLUMES

50 Questions Class 9 MCQs
1
The curved surface area of a cylinder is given by
2
Total surface area of a cuboid is
3
Volume of a cube with side \(‘a’\) is
4
A solid cone has radius r and height \(h\). Its volume is
5
The curved surface area of a cone is
6
Total surface area of a hemisphere (including base) is
7
Volume of a sphere of radius \(r\)
8
The CSA of a cylinder is independent of
9
If the diameter of hemisphere is 14 cm, its radius is
10
TSA of a cube of side a
11
Volume of a cuboid is
12
Slant height of cone is
13
The CSA of a hemisphere is
14
The area of the base of a cylinder is
15
TSA of a right circular cylinder
16
A cube has 12 edges; the total length of edges is
17
A cuboid has how many faces?
18
A solid with circular base and one vertex
19
Units of surface area
20
Units of volume
21
A sphere has
22
CSA of hollow cylinder depends on
23
\(1 m^3 =\)
24
TSA of sphere is
25
The CSA of a cone depends on
26
A cube has how many vertices?
27
A cube has how many faces?
28
Volume of hollow cylinder
29
Area of curved surface of sphere is same as
30
Rainwater harvesting tank shape is commonly
31
A hemisphere has how many faces?
32
Total surface area of hemisphere includes
33
If cube side becomes double, its volume becomes
34
Surface area of cube becomes how many times if side is doubled?
35
Cross section of cylinder is
36
A cone and cylinder have same base radius and height. Who has greater volume?
37
A hemisphere is half of
38
The slant height of cone increases if
39
Area of circle formula
40
The shape with maximum volume for given surface area
41
A sphere has how many faces?
42
If radius of sphere doubles, TSA becomes
43
If radius of sphere doubles, volume becomes
44
Cylinder has how many edges?
45
A hemisphere has how many edges?
46
Cone has how many edges?
47
Shape of ice cream cone top
48
In cylinder, height is
49
Slant height is always
50
CSA of frustum of cone is
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Frequently Asked Questions

The total area covered by the surfaces of a 3D solid.

The area of only the curved part of a solid.

The sum of all faces (curved + flat) of a solid.

The space occupied by a solid measured in cubic units.

To find materials needed to cover an object like paint or wrapping.

To find capacity, such as water tanks and containers.

Surface area \(\Rightarrow cm^2,\ m^2;\ Volume \Rightarrow cm^3,\ m^3\).

TSA = 2(lb + bh + hl).

Volume = l × b × h.

TSA = \(6a^2\).

Volume = \(a^3\).

CSA \(= 2\pi rh\).

TSA \(= 2\pi r(r + h)\).

Volume = \(\pi r^2h\).

\( l = \sqrt{r^{2} + h^{2}} \).

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    SURFACE AREAS AND VOLUMES — Learning Resources

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    Exercise-11.1 Exercise-11.2 Exercise-11.3 Exercise-11.4

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