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Pappus's centroid theorem

Pappus's centroid theorem

Results on the surface areas and volumes of surfaces and solids of revolution.

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Readers' pathsAug 2026 – Oct 2026

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Share of the 410 clicks on its links

  1. Pappus of Alexandria

    4th-century Greek mathematician (c. 290–350).

    46%

  2. Paul Guldin

    Swiss mathematician and astronomer (1577–1643).

    21%

  3. Centroid

    Mean position of all the points in a shape.

    18%

  4. Torus

    Doughnut-shaped surface of revolution.

    6.1%

  5. Solid of revolution

    Type of three-dimensional shape.

    2.4%

Readers come from

Share of the 524 readers arriving from another article

  1. Solid of revolution

    Type of three-dimensional shape.

    21%

  2. Surface of revolution

    Surface created by rotating a curve about an axis.

    16%

  3. Torus

    Doughnut-shaped surface of revolution.

    13%

  4. Toroid

    Surface of revolution with a hole in the middle.

    12%

  5. Centroid

    Mean position of all the points in a shape.

    11%

  6. Pappus of Alexandria

    4th-century Greek mathematician (c. 290–350).

    11%

  7. Visual calculus

    Visual mathematical proofs.

    7.6%

  8. Paul Guldin

    Swiss mathematician and astronomer (1577–1643).

    2.1%