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Data Table Probability: Basic

Data Table Probability: Basic
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2018-09-08 02:20
Probability & StatisticsGeometric Construction
This example demonstrates how to calculate probability using data tables and combines it with geometric figures. Key mathematical concepts include probability, geometric construction, and data analysis. Construction involves using GeoGebra commands like Element, Min, Sum, and objects such as Prb11Sq. Suitable for middle or high school mathematics to understand the connection between probability and geometry.

GeoGebra Commands & Parameters

  1. Element(Prb11Sq, DataSet) → Prb11
  2. Element(Prb21Sq, DataSet) → Prb21
  3. Element(Prb22Sq, DataSet) → Prb22
  4. Element(Prb12Sq, DataSet) → Prb12
  5. Min({Prb11, Prb12, Prb21, Prb22}) → PrbMn
  6. Element(TbClRwSq, Ch03) → CRMtrx
  7. Element(CRMtrx, Ch05) → CoRCNSq
  8. Element(CoRCNSq, Ch07) → CoRChNm
  9. Sum(CoRCNSq) → CNSSm
  10. Element(CRMtrx, Ch06) → CoRNCSq
  11. Element(CoRNCSq, Ch07) → CoRNCNm
  12. Element(Cl2OpSq, DataSet) → Cl2Tx
  13. Element(Cl1OpSq, DataSet) → Cl1Tx
  14. Element(Rw2OpSq, DataSet) → Rw2Tx
  15. Element(Rw1OpSq, DataSet) → Rw1Tx
  16. Element(DDSq, DataSet) → DD0
  17. Element(RL1Sq, DataSet) → RL1
  18. Element(RL2Sq, DataSet) → RL2
  19. Element(CL1Sq, DataSet) → CL1
  20. Element(CL2Sq, DataSet) → CL2
  21. Segment((TbLf, TbTp - TbCH), (TbLf + (3.5 * TbCW), TbTp - TbCH)) → htp
  22. Segment((TbLf, TbTp - (2 * TbCH)), (TbLf + (3.5 * TbCW), TbTp - (2 * TbCH))) → hmd
  23. Segment((TbLf, TbTp - (3 * TbCH)), (TbLf + (3.5 * TbCW), TbTp - (3 * TbCH))) → hbt
  24. Segment((TbCW, TbTp), (TbCW, TbTp - (3.5 * TbCH))) → vlf
  25. Segment(((2 * TbCW), TbTp), ((2 * TbCW), TbTp - (3.5 * TbCH))) → vmd
  26. Segment(((3 * TbCW), TbTp), ((3 * TbCW), TbTp - (3.5 * TbCH))) → vrg
  27. Element(IndSq, DataSet) → Ind
  28. Element(Rw1OpSq, DataSet) → Op1Tx
  29. Element(Rw2OpSq, DataSet) → Op2Tx
  30. Element(Cl1OpSq, DataSet) → Op3Tx
  31. Element(Cl2OpSq, DataSet) → Op4Tx
  32. Element(ClOpSq, Ch05) → ChTx
  33. Element(TbCROpSq, Ch03) → CoROpCh
  34. Element(CoROpCh, Ch05) → OpCh1
  35. Element(TbCROpSq, Ch04) → CoROpNC
  36. Element(CoROpNC, Ch07) → OpNC
  37. Element(IDArtSq, DataSet) → IDArt
  38. Element(CoRCNSq, 1) → CN1
  39. Element(CoRCNSq, 2) → CN2
  40. Element(TbCRNmbSq, Ch03) → CRNmbCh
  41. Element(CRNmbCh, Ch05) → PrtANm
  42. Element(RwOpSq, Ch05) → OpCh2
  43. Element(ClOpSq, Ch07) → OpCh3
  44. Element(TbRwSq, Ch05) → ChRw
  45. Element(ChRw, Ch07) → ChNmb
  46. If(DataSet ≟ 3 ∧ DataSet ≟ 6, " ", ",") → Cm

AI Drawing Prompt Reference

Create a data table for probability calculation, integrated with geometric figures. The table consists of horizontal and vertical line segments forming a grid, with probability values extracted from datasets, such as probabilities of different events. Start by defining the probability data, then draw the table structure with segments for rows and columns, and finally add text labels in cells to identify the data. The figure should clearly show the connection between probability and geometry.
The prompt above was compiled from the original drawing commands and is for reference only.