Cone Volume from Radius and Height Reference Values

Calculate cone volume using V = πr²h / 3.

Author

Prof. Chen Wei

Math editorial contributor

Chinese AI ethics researcher at Tsinghua University, publishing extensively on algorithmic bias in hiring systems

Reviewed for accuracy by

Dr. Isabella Rossi

Math content reviewer

Italian neuroscientist at Sapienza University of Rome, studying the neural mechanisms of bilingual language processing

Last updatedFebruary 22, 2026

PublishedFebruary 22, 2026

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Reference Value Index

This page lists 25 reference values for quick browsing and lookup.

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All Reference Values

Reference Table

Cone Volume from Radius and Height reference values
Scenario	Cone Volume
1 units Radius; 2 units Height	2.0944 cubic units
1 units Radius; 4 units Height	4.1888 cubic units
1 units Radius; 6 units Height	6.2832 cubic units
1 units Radius; 10 units Height	10.472 cubic units
1 units Radius; 15 units Height	15.708 cubic units
2 units Radius; 2 units Height	8.3776 cubic units
2 units Radius; 4 units Height	16.7552 cubic units
2 units Radius; 6 units Height	25.1327 cubic units
2 units Radius; 10 units Height	41.8879 cubic units
2 units Radius; 15 units Height	62.8319 cubic units
3 units Radius; 2 units Height	18.8496 cubic units
3 units Radius; 4 units Height	37.6991 cubic units
3 units Radius; 6 units Height	56.5487 cubic units
3 units Radius; 10 units Height	94.2478 cubic units
3 units Radius; 15 units Height	141.3717 cubic units
5 units Radius; 2 units Height	52.3599 cubic units
5 units Radius; 4 units Height	104.7198 cubic units
5 units Radius; 6 units Height	157.0796 cubic units
5 units Radius; 10 units Height	261.7994 cubic units
5 units Radius; 15 units Height	392.6991 cubic units
8 units Radius; 2 units Height	134.0413 cubic units
8 units Radius; 4 units Height	268.0826 cubic units
8 units Radius; 6 units Height	402.1239 cubic units
8 units Radius; 10 units Height	670.2064 cubic units
8 units Radius; 15 units Height	1,005.3096 cubic units

Frequently Asked Questions

Frequently asked questions for Cone Volume from Radius and Height and its reference values.

What does the Cone Volume from Radius and Height calculator do?

It helps with estimating cone-shaped volume for hoppers, piles, and geometric problems.

What formula does the Cone Volume from Radius and Height calculator use?

Cone volume = π × radius² × height / 3.

What inputs are valid?

Radius and height must be positive.

When would I use this?

estimating cone-shaped volume for hoppers, piles, and geometric problems

Methodology and Review

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