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Triangular Prism Surface Area by Daryl Cox

Triangular Prism Surface Area by Daryl Cox
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2018-04-25 01:09
TriangleCoordinate GeometrySolid Geometry
This example demonstrates the surface area calculation of a triangular prism. Key mathematical concepts include geometric construction, solid geometry, and coordinate geometry. Using GeoGebra commands such as Point, Prism, and Net, the example constructs the various faces of the triangular prism and calculates its surface area. Suitable for middle school and above students to learn about geometry and solid geometry.

GeoGebra Commands & Parameters

  1. Point(xAxis) → C
  2. Point(zAxis) → F
  3. Prism(A, B, C, F) → a, D, edgeAC, edgeAF, edgeBD, edgeCE, edgeDF, edgeDE, edgeEF, E, faceABC, faceABDF, faceBCED, faceACEF, faceDEF, edgeAB, edgeBC
  4. Net(a, b) → c, G, P, faceGHI, faceGHKJ, faceHIML, faceGINO, faceJKP, edgeGH, edgeHI, edgeGI, edgeGJ, H, edgeJK, edgeHK, edgeHL, edgeLM, edgeIM, edgeIN, edgeNO, edgeGO, edgeKP, edgeJP, I, J, K, L, M, N, O

AI Drawing Prompt Reference

Draw a triangular prism with two triangular bases and three rectangular sides. First, create point C on the x-axis and point F on the z-axis. Then, construct the triangular bases and sides of the prism using C and F as the base vertices. Finally, unfold one of the sides to form a flat net, showing the prism's surface layout.
The prompt above was compiled from the original drawing commands and is for reference only.