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Triple Integral in Cylindrical Coordinates by Ku, Yin Bon (Albert)

Triple Integral in Cylindrical Coordinates by Ku, Yin Bon (Albert)
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2015-11-17 15:10
Coordinate GeometryCalculusIntegral
In collections intersection: surface-surface, curve-curve intersection: surface-surface, curve-curve intersection: surface-surface, curve-curve intersection: surface-surface, curve-curve
This example demonstrates how to calculate a triple integral in cylindrical coordinates. Key mathematical concepts include triple integrals and cylindrical coordinates. Using GeoGebra commands such as Circle, Cylinder, and IntersectPath, the construction of the integral in cylindrical coordinates is illustrated. Suitable for university mathematics students or researchers in related fields.

GeoGebra Commands & Parameters

  1. Circle((0, 0, 0), 3, xOyPlane) → c
  2. Cylinder(c, 8) → a, d, b
  3. IntersectPath(e, b) → f
  4. IntersectPath(g, b) → h