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Mensuration Practice Test 4
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© examsnet.com
Question : 14
Total: 40
The radius of the base of a right circular cone is doubled keeping its height fixed. The volume of the cone will be:
Three times of the previous volume
Four times of the previous volume
2 times of the previous volume
double of the previous volume
Validate
Solution:
Radius of the cone = 2 cm
Height = 6 cm.
Radius of the cone R = 4 cm
Height remain fixed = 6 cm.
Volume of the cone =
1
3
π
r
2
h
=
π
(
2
)
26
3
= 8π
Volume of the new cone =
1
3
π
R
2
h
=
1
3
π
(
4
)
2
6
= 32π
Volume of the new cones is four times of the previous volume.
© examsnet.com
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