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CBSE Class 9 Answered

i need 5 question based on cube volume 
Asked by vivekgautam6542 | 07 Jun, 2019, 03:36: PM
answered-by-expert Expert Answer
Find the required questions below
 
https://www.topperlearning.com/study/cbse/class-9/mathematics/chapter/surface-areas-and-volumes/volume-of-a-cone/b101c1s3ch72t339
Answered by Arun | 07 Jun, 2019, 04:54: PM

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CBSE 9 - Maths
i need 5 question based on cube volume 
Asked by vivekgautam6542 | 07 Jun, 2019, 03:36: PM
ANSWERED BY EXPERT ANSWERED BY EXPERT
CBSE 9 - Maths
find the volume of circuler cone with  1. radius6cm ,height7cm  
Asked by kundankumarshah789 | 31 Dec, 2018, 01:52: PM
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CBSE 9 - Maths
if  slant height of a cone is changed by 10% while radius remains unchanged then the volume changes by  
Asked by anshuman457biswas | 22 Jul, 2018, 02:55: PM
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CBSE 9 - Maths
If the radius of the base and altitude of a right circular cylinder and a right circular cone are equal. What is the relation between the volumes of a cylinder to that of a cone?
Asked by Topperlearning User | 17 Oct, 2017, 01:14: PM
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CBSE 9 - Maths
If the radius of the cone is doubled, what will be the effect on its volume?
Asked by Topperlearning User | 17 Oct, 2017, 01:25: PM
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CBSE 9 - Maths
An isosceles triangle with a base of 0.4 m and an altitude of 0.3 m is revolved about a line through the vertex and perpendicular to the base. What is the volume of the solid generated by the revolving triangle?
Asked by Topperlearning User | 17 Oct, 2017, 12:53: PM
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CBSE 9 - Maths
The circumference of the base of the cone of height 12 cm is 22 cm. Calculate its volume.
Asked by Topperlearning User | 17 Oct, 2017, 01:17: PM
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CBSE 9 - Maths
The area of the base of a conical toy of height 9 cm is 616 cm2. Calculate its volume.
Asked by Topperlearning User | 17 Oct, 2017, 01:27: PM
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CBSE 9 - Maths
The volume of a right circular cone of base area 13.86 cm2 is 55.44 cm3. Calculate its height.
Asked by Topperlearning User | 17 Oct, 2017, 01:24: PM
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CBSE 9 - Maths
A tent is in the form of a cylinder surmounted by a cone of radius 12 m. The height of the conical portion is 7 m, which is equal to the height of the cylindrical portion of the tent. Calculate the volume of the tent.
Asked by Topperlearning User | 26 Oct, 2017, 11:39: AM
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