Geometry
Class 9-10

Volume of Cone

V=13πr2hV = \frac{1}{3}\pi r^2 h
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V = (1/3)πr²h

Adjust Variables

Height h
h =
120

Cone volume is exactly one-third of a cylinder with same base and height.

Real-World Applications

Ice cream cones — Cone capacity calculations.

Funnels — Pouring volume rates.

Party hats — Material and volume calculations.

Sand piles — Construction aggregate volumes.

Traffic cones — Manufacturing material estimates.

Volcanic cones — Lava volume estimations.

Conical flasks — Lab equipment capacity.

Tents — Teepee and cone tent volumes.

Grain silos — Conical bottom sections.

Paper cups — Disposable cup volumes.

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