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Intersection of Circles and Spheres

Intersection of Circles and Spheres
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2018-01-10 11:42
CircleSolid Geometry
This example demonstrates the intersection of circles and spheres. Key mathematical concepts include intersection in geometry and solid geometry. Using GeoGebra commands such as Point, Sphere, and Intersect, the intersection of circles and spheres can be constructed. Suitable for high school geometry and solid geometry studies.

GeoGebra Commands & Parameters

  1. Point(xAxis) → E
  2. Sphere(E, 1) → a
  3. Sphere(F, 2) → b
  4. Point(zAxis) → G
  5. Intersect(xAxis, zAxis) → H
  6. Point(xAxis) → I
  7. Plane(G, H, I) → e
  8. IntersectPath(e, a) → f
  9. IntersectPath(e, b) → g
  10. IntersectConic(a, b) → h
  11. Intersect(g, f) → J, K, ,
  12. Distance(E, F) → d1
  13. Point(f) → A
  14. Segment(E, A) → r
  15. Point(g) → B
  16. Segment(F, B) → R