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Prism Volume Calculation by Suri

Prism Volume Calculation by Suri
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2015-11-07 09:12
Solid GeometryGeometric Construction
This example demonstrates how to calculate the volume of a prism using geometric construction. Key mathematical concepts include solid geometry and volume calculation. It uses commands like Circle, Point, Segment, Line, and Polygon in GeoGebra. Suitable for high school and above students or teachers.

GeoGebra Commands & Parameters

  1. Circle(A, a) → c
  2. Point(c) → B
  3. Point(c) → C
  4. Segment(A, B) → b
  5. Segment(A, C) → d
  6. Point(c) → D
  7. Segment(A, D) → e
  8. Line(B, d) → f
  9. Line(C, b) → g
  10. Circle(B, a) → h
  11. Point(g) → E
  12. Point(h) → F
  13. Segment(B, F) → i
  14. Circle(C, a) → k
  15. Point(k) → G
  16. Circle(E, a) → p
  17. Point(p) → H
  18. Segment(C, G) → j
  19. Segment(E, H) → l
  20. Polygon(A, B, E, C) → poli1, a_1, b_1, e_1, c_1
  21. Polygon(G, H, F, D) → poli2, g_1, h_1, f_1, d_1
  22. Polygon(D, A, B, F) → poli3, d_2, a_2, b_2, f_2
  23. Polygon(F, H, E, B) → poli4, f_3, h_2, e_2, b_3

AI Drawing Prompt Reference

Draw a triangular prism with two parallel triangular bases and three rectangular sides. Start by drawing a circle, then take points A, B, C, D, E, F, G, H on the circle, and connect these points to form two triangular bases and four rectangular sides. Use the polygon command to draw each face.
The prompt above was compiled from the original drawing commands and is for reference only.