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MCQ Questions for CBSE Class 12 with Answers
MCQ Questions for CBSE Class 11 with Answers
MCQ Questions for CBSE Class 10 with Answers
MCQ Questions for CBSE Class 9 with Answers
MCQ Questions for CBSE Class 8 with Answers
MCQ Questions for CBSE Class 7 with Answers
MCQ Questions for CBSE Class 6 with Answers
MCQ Questions for CBSE Class 5 with Answers
MCQ Questions for CBSE Class 4 with Answers
MCQ Questions for CBSE Class 3 with Answers
MCQ Questions for CBSE Class 2 with Answers
MCQ Questions for CBSE Class 1 with Answers
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Mensuration SSC MCQ Questions With Answers
1.
The two adjacent sides of a parallelogram are 5 cm and 4 cm respectively, and if the respective diagonal is 7 cm then find the area of the parallelogram.
8√6 cm2
9√5 cm2
12√6 cm2
4√3 cm2
2.
A chord AB of a circle of radius 12 cm makes an angle of 30° at the center of the circle. Find the difference between the areas of the major and minor segments of the circle. (Use π = 3.14)
224.4 cm2
448.8 cm2
242.4 cm2
848.4 cm2
3.
The length of the diagonal of a cube is 5√3 cm. The volume of the cube is (in cm3)
216
64
125
140
4.
A rectangular plot measuring 80 meters by 45 meters is to be enclosed by wire fencing. If the poles of the fence are kept 10 meters apart, how many poles will be needed?
26
25
27
24
5.
Perimeter of a rhombus is 2p unit and sum of length of diagonals is m unit, then area of the rhombus is
\(\frac{1}{4}{m^2}p\;sq\;unit\)
\(\frac{1}{4}m{p^2}\;sq\;unit\)
\(\frac{1}{4}\left( {{m^2} - {p^2}} \right)sq\;unit\)
\(\frac{1}{4}\left( {{p^2} - {m^2}} \right)sq\;unit\)
6.
The radius of a sphere and hemisphere are same. The ratio of their total surface area is
3 : 1
2 : 1
3 : 2
4 : 3
7.
BE and CF are two altitudes of a triangle ABC. If AB = 8 cm, AC = 6 cm and CF = 3 cm, then the length of BE is
4 cm
7.5 cm
9.6 cm
7 cm
8.
A rectangle has 20 cm as its length and 320 sq cm as its area. Its area is increased to 1 ¼ times its original area by increasing only its length. Its new perimeter is
82 cm
81 cm
76 cm
72 cm
9.
Volumes of two hemispheres are in the ratio 64 : 343. Ratio of Total surface area of first hemisphere to Curved surface area of second hemisphere is:
8 : 7
16 : 7
24 : 49
48 : 49
10.
The area of the largest circle (in cm2) that can be drawn inside a square of side 14 cm is
256π
49π
36π
81π
11.
In a trapezium ABCD, if AB || CD, then AC2 + BD2 is equal to:
BC2 + AD2 + 2AB. CD
AB2 + CD2 + 2AD. BC
AB2 + CD2 + 2AB. CD
Insufficient data
12.
The areas of three consecutive faces of a cuboid are 16 cm2, 9 cm2 and 25 cm2, then the volume (in cm3) of the cuboid is
3000
100
80
60
13.
ABCD is a square of side 14 cm. With A, B, C and D as centres and radius 7 cm, four arcs are drawn. The area of the region within the square unbounded by the arcs is
157.5 cm2
176 cm2
\(\left( {\frac{\pi }{2}} \right)\) cm2
42 cm2
14.
The length of the unequal side of an isosceles triangle is 2x – 2y + 4z, and its perimeter is 4x – 2y + 6z. Then the length of each of the equal sides is
x + y
x + y + z
2(x + y)
x + z
15.
Area of parallelogram whose base is 8cm and height 5cm is
80 sq cm.
40 sq cm.
20 sq cm.
None of these
16.
A conical cup is filled with ice-cream. The ice-cream forms a hemispherical shape on its open top. The height of the hemispherical part is 7 cm. the radius of the hemispherical part equals the height of the cone. Then the volume of the ice-cream is (use π = 22/7)
1078 cubic cm
1708 cubic cm
7108 cubic cm
7180 cubic cm
17.
What is the length of the side of an equilateral triangle, if its area is 64√3 sq cm?
8 cm
16 cm
16√3 cm
8√3 cm
18.
The area of the greatest circle, which can be inscribed in a square whose perimeter is 360 cm, is
(22/7) × (45)2 cm2
(22/7) × (21/2)2 cm2
(22/7) × (45/2)2 cm2
(22/7) × (27/2)2 cm2
19.
A hemisphere is kept on top of a cube. Its front view is shown in the given figure. The total height of the figure is 21 cm. The ratio of curved surface area of the hemisphere and total surface area of cube is 11 ∶ 42. What is the total volume (in cm 3) of figure?
3318.33
3462.67
3154.67
3248.33
20.
A conical tent, having volume 1232 cu. m and the area of its base 154 sq. m, has to cover with a waterproof canvas. Find the length of the canvas required to cover the tent, if the canvas is 25m in width. \(\left( {Take\;\pi = \frac{{22}}{7}} \right)\)
20 m
22 m
27 m
25 m
21.
The difference between the perimeter and the side of a square is 12 cm. The area of the square is:
12 cm2
16 cm2
144 cm2
36 cm2
22.
If base and height of parallelogram are in ratio of 2:3 and area of parallelogram is 600 m2. Find height of parallelogram.
28m
30m
32m
36m
23.
The height of a right circular cone is 21 cm and its base radius is 5 cm. Find it’s volume.
500 cm3
550 cm3
560 cm3
480 cm3
24.
The perimeter of a square is 40 cm, find its area?
100 sq cm
25 sq cm
50 sq cm
160 sq cm
25.
The area of trapezium is 1120m2. If the parallel sides are in ratio of 6 : 8 and distance between parallel side is 32m, then the length of smaller parallel side is
40m
36m
32m
30m
26.
If the measures of one side and one diagonal of a rhombus are 13 cm and 24 cm respectively then its area in cm2 is:
72
96
108
120
27.
In the given figure, PQRS is a rectangle, a semicircle with SR as the diameter is drawn. A circle is drawn a shown in the figure. If QR = 7 cm, then what is the radius (in cm) of the small circle?
21 + 14√2
21 - 14√2
Both 1 and 2
None of these
28.
A right triangular pyramid XYZB is cut from cube as shown in figure. The side of cube is 16 cm. X, Y and Z are mid points of the edges of the cube. What is the total surface area (in cm2) of the pyramid?
48[√3 + 1]
24[4 + √3]
28[6 + √3]
32[3 + √3]
29.
The ratio of circumference and diameter of a circle is 22 : 7. If the circumference be \(1\frac{4}{7}\)m, then the radius of the circle is:
½ m
¼ m
1 m
1/3 m
30.
The diameter of a circle is equal to the side of the square. What is the area of the square if the area of the circle is 64π sq cm?
128 sq cm
196 sq cm
108 sq cm
256 sq cm
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