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Multiplication Practice with INPUT

Multiplication Practice with INPUT
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2018-11-20 02:15
TrigonometryGeometric Construction
This example demonstrates multiplication practice using input control in GeoGebra. Key mathematical concepts include linear equations, reflection, trigonometry, hyperbola, and intersection. Construction involves commands like Random, Sequence, Segment, OrthogonalLine, and objects such as A, B, C, D. Suitable for middle school students to understand geometric construction and algebraic operations.

GeoGebra Commands & Parameters

  1. Random(1, 11) → Factor2Random
  2. Random(1, 11) → Factor1Random
  3. Sequence(Sequence[Circle[A + (i, (-j)) + (adjusthorizontal, adjustvertical), circlesize], i, 0, Factor1Random - 1], j, 0, Factor2Random - 1) → l1
  4. Sequence((i * Factor2Random), i, 1, Factor1Random) → SkipCount
  5. Sequence(B + (i, 0), i, 0, Factor1Random - 1) → TextLocation
  6. Sequence(Text[Element[SkipCount, i], Element[TextLocation, i] + (adjusthorizontaltext, adjustvertical)], i, 1, Factor1Random) → SkipCountList
  7. Segment(A, D) → f
  8. Segment(D, C) → g
  9. Segment(C, B) → h
  10. Segment(B, A) → i
  11. Point(f) → E
  12. OrthogonalLine(E, h) → j
  13. Point(i) → F
  14. OrthogonalLine(F, g) → k
  15. Intersect(j, h) → G
  16. Intersect(k, g) → H
  17. Segment(E, G) → l
  18. Segment(F, H) → m
  19. Intersect(l, m) → I
  20. Polygon(A, F, I, E) → Polygon1, a, f_1, i_1, e
  21. Polygon(F, B, G, I) → Polygon2, f_2, b, g_1, i_2
  22. Polygon(I, G, C, H) → Polygon3, i_3, g_2, c, h_1
  23. Polygon(E, I, H, D) → Polygon4, e_1, i_4, h_2, d
  24. Textfield(TempFactor1) → InputFactor1
  25. Textfield(TempFactor2) → InputFactor2

AI Drawing Prompt Reference

Draw a large rectangle divided into four smaller rectangles by internal lines. Inside the grid, arrange small circles in rows and columns, where the number of rows and columns is determined by two random factors. Place points on the sides of the large rectangle, draw perpendicular lines from these points to opposite sides, and mark their intersections. Connect these points to form four polygonal regions within the rectangle. Below the figure, add two input fields for entering the two factors, which control the circle counts. The overall layout supports multiplication practice with geometric construction and interactive input.
The prompt above was compiled from the original drawing commands and is for reference only.