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Negative Numbers Practice

Negative Numbers Practice
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2020-08-04 00:21
FunctionSequenceCalculus
This example demonstrates handling negative numbers in GeoGebra, involving sequences, tangent functions, distributions, polynomial functions, and differential calculus. It uses commands like Textfield, Polygon, Point, Segment, Midpoint, and Sequence. Suitable for middle school and above mathematics learners and educators for teaching demonstrations and practice.

GeoGebra Commands & Parameters

  1. Textfield(m) → InputBox1
  2. Textfield(text5) → InputBox2
  3. Textfield(n) → InputBox3
  4. Textfield(text6) → InputBox4
  5. Textfield(text7) → InputBox5
  6. Polygon(A, B, C, D) → poly1, a_1, b, c, d
  7. Point(poly1) → E
  8. Segment(E, F) → f
  9. Midpoint(D, F) → G
  10. Midpoint(F, C) → H
  11. Sequence(Segment[A + ((i_1 * (k - 1)), 0), A + ((i_1 * (k - 1)), h)], k, 1, m) → list1
  12. Sequence(Segment[E + ((i_2 * (p - 1)), 0), E + ((i_2 * (p - 1)), h)], p, 1, n) → list2
  13. Sequence(Segment[A + ((i_3 * (k - 1)), 0), A + ((i_3 * (k - 1)), h)], k, 1, m) → list3
  14. Sequence(Text[text6, (x(E) + (r * i_2) + i_2 / (n + 1), 0.7)], r, 0, n - 1) → list2t
  15. Sequence(Text[text5, (x(A) + (q * i_3) + i_3 / (m + 1), 0.7)], q, 0, m - 1) → list3t
  16. Sequence(Text[text5, (x(A) + (q * i_1) + i_1 / (m + 1), 0.7)], q, 0, m - 1) → list1t

AI Drawing Prompt Reference

Draw a trapezoid with multiple parallel line segments starting from a point. Use input boxes to enter the number of line segments m and n, then generate m parallel line segments, followed by n parallel line segments, and finally add numbers to each segment.
The prompt above was compiled from the original drawing commands and is for reference only.