Shapes & spaces

Oblique cylinder volume from slanted length calculator

Convert a slanted axis length to perpendicular height before calculating cylinder volume.

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Behind the numbers

How this calculation works

Convert a slanted axis length to perpendicular height before calculating cylinder volume.

THE FORMULAV=πr² L sin θ

A worked example

Radius 2 and slanted length 10 at 30° give height 5 and volume 20π.

Good to know

The two circular bases must be parallel.

Read the result

Convert a slanted axis length to perpendicular height before calculating cylinder volume.

The primary result is labeled “Volume”. Keep the input definitions in view when comparing this result with another method.

Try a related calculation

The two circular bases must be parallel.

For a related exercise, try the circle calculator.

A few questions, answered

How can I check the default inputs by hand?

Radius 2 and slanted length 10 at 30° give height 5 and volume 20π.

Which rule does this calculator apply?

V=πr² L sin θ

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