CUET PYQs for Volume of a Right Circular Cone with Solutions: Practice CUET Previous Year Questions

Content Writer | Journalism Graduate | Updated 3+ months ago

Volume of a Right Circular Cone is an important topic in the Mathematics section in CUET exam. Practising this topic will increase your score overall and make your conceptual grip on CUET exam stronger.

This article gives you a full set of CUET PYQs for Volume of a Right Circular Cone with explanations for effective preparation. Practice of CUET Mathematics PYQs including Volume of a Right Circular Cone questions regularly will improve accuracy, speed, and confidence in the CUET 2026 exam.

CUET PYQs for Volume of a Right Circular Cone with Solutions

1.
The heights of two right circular cones are in the ratio \(1 : 2\) and the circumferences of their bases are in the ratio \(3: 4.\) Find the ratio of their volumes.
- \(32:9\)
- \(9:32\)
- \(7:23\)
- \(23:7\)
View Solution
2.
A metallic sphere of radius 8 cm is melted to form a cone with radius same as that of sphere. What is the height of the cone (in cm) ?
- 10.7
- 12
- 16
- 32
View Solution
3.
A solid hemisphere of radius \(24 cm\) is melted and identical cones each of base radius\( 8 cm\) and height \( 6 cm \) are formed. How many such cones are formed?
- 144
- 96
- 72
- 24
View Solution

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CUET PYQs for Volume of a Right Circular Cone with Solutions

1.The heights of two right circular cones are in the ratio \(1 : 2\) and the circumferences of their bases are in the ratio \(3: 4.\) Find the ratio of their volumes.

2.A metallic sphere of radius 8 cm is melted to form a cone with radius same as that of sphere. What is the height of the cone (in cm) ?

3.A solid hemisphere of radius \(24 cm\) is melted and identical cones each of base radius\( 8 cm\) and height \( 6 cm \) are formed. How many such cones are formed?

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1.
The heights of two right circular cones are in the ratio \(1 : 2\) and the circumferences of their bases are in the ratio \(3: 4.\) Find the ratio of their volumes.

2.
A metallic sphere of radius 8 cm is melted to form a cone with radius same as that of sphere. What is the height of the cone (in cm) ?

3.
A solid hemisphere of radius \(24 cm\) is melted and identical cones each of base radius\( 8 cm\) and height \( 6 cm \) are formed. How many such cones are formed?