Online Sectioned cylinder area and volume calculator: Calculate the area and volume of a Sectioned Cylinder based on its heights, radius r. Enter three unknowns in the form and press the CALCULATE button.

Solid obtained by cutting a cylinder by a plane not parallel to the bases and which intersects all the generators. Usually used in the case of a straight cylinder with a discoidal base. The two solids thus obtained are both truncated cylinders. If the plane is parallel to the bases, the two solids obtained are cylinders.

To calculate the volume of a sectioned cylinder, you must perform the following equation:

π pi (which is 3.14) multiplied by the square of the radius multiplied by the (height 1 + height 2) divided by 2

The formula is, therefore:

Volume of a sectioned cylinder = π . r² . (h1 + h2) / 2

The smallest height is represented by h1, while the tallest by h2.

To calculate the area of a sectioned cylinder, you must perform the following equation:

π pi (which is 3.14) multiplied by the radius multiplied by the (height 1 + height 2)

The formula is, therefore:

Area of a sectioned cylinder = π . r . (h1 + h2)

The smallest height is represented by h1, while the tallest by h2.

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