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Geogebra Cuboid and Cube Views - Level 1

Geogebra Cuboid and Cube Views - Level 1
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2021-08-11 19:48
In collections Wiederholung: Quader und Würfel
This example demonstrates the different views of cubes and cuboids using GeoGebra. It introduces spatial geometry concepts such as solid shapes, properties, and view transformations. Construction involves using commands like PointIn, Sequence, and Intersect to build geometric objects, with Shuffle for dynamic view adjustments. Suitable for elementary and middle school students for geometry learnin

GeoGebra Commands & Parameters

  1. PointIn(xOyPlane) → quaderA
  2. Sequence(quaderA + (0, 0, i), i, 1, 5) → listforE
  3. Sequence(quaderA + (i, 0, 0), i, 1, 4) → listforB
  4. Point(listforB) → quaderB
  5. Sequence(quaderB + (0, i, 0), i, 1, 4) → listforC
  6. Shuffle(1…numberOfQuestions) → randomQuestions, {6, 7, 5, 1, 8, 2, 3, 4}
  7. Element(randomQuestions, Mod[questionCount, Length[randomQuestions]] + 1) → randomQuestion
  8. Element(allQuestions, randomQuestion) → actualQuestion
  9. Shuffle(Sequence[Element[actualQuestion, i], i, 2, numberOfAnswers + 1]) → actualAnswersShuffled, {{"Ein Quader hat\\ 24 Ecken.", false}, {"Ein Quader hat\\ 12 Kanten.", true}, {"Ein Quader hat\\ 6 Flächen.", true}}
  10. Element(actualAnswersShuffled, 3) → actualAnswer03
  11. Element(actualAnswer03, 2) → chk03Expected
  12. Element(actualAnswersShuffled, 2) → actualAnswer02
  13. Element(actualAnswer02, 2) → chk02Expected
  14. Element(actualAnswersShuffled, 1) → actualAnswer01
  15. Element(actualAnswer01, 2) → chk01Expected
  16. Point(listforC) → quaderC
  17. Intersect(Line[quaderA, Segment[quaderB, quaderC]], Line[quaderC, Segment[quaderA, quaderB]]) → quaderD
  18. Point(listforE) → quaderE