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NBAS022 - Geometry

Nguồn ngoài

NBAS022 - Geometry

Mathematics
Tác giả
JJ Johnson
Nhà xuất bản
Rio Hondo College
Nguồn
LibreTexts
Ngôn ngữ
EN
Danh mục
Khoa học cơ bản
Đọc trực tuyến Tải PDF (nguồn mở)
Mục lục· 48 mục
  1. 01: Algebra Review
  2. 1.01: Introduction to Whole Numbers
  3. 1.1E: Exercises
  4. 1.02: Add and Subtract Integers
  5. 1.2E: Exercises
  6. 1.03: Multiply and Divide Integers
  7. 1.3E: Exercises
  8. 1.04: Visualize Fractions
  9. 1.4E: Exercises
  10. 1.05: Add and Subtract Fractions
  11. 1.5E: Exercises
  12. 1.06: Decimals
  13. 1.6E: Exercises
  14. 1.07: Solve Equations with Variables and Constants on Both Sides
  15. 1.7E: Exercises
  16. 1.08: Use a General Strategy to Solve Linear Equations
  17. 1.8E: Exercises
  18. 1.09: Solve a Formula for a Specific Variable
  19. 1.9E: Exercises
  20. 1.10: Solve Linear Inequalities
  21. 1.10E: Exercises
  22. 1.11: Use the Rectangular Coordinate System
  23. 1.11E: Exercises
  24. 1.12: Graph Linear Equations in Two Variables
  25. 1.12E: Exercises
  26. 1.13: Graph with Intercepts
  27. 1.13E: Exercises
  28. 1.14: Understanding the Slope of a Line
  29. 1.14E: Exercises
  30. 1.15: Solve Systems of Equations by Graphing
  31. 1.15E: Exercises
  32. 1.16: Solve Systems of Equations by Substitution
  33. 1.16E: Exercises
  34. 02: Lines Angles and Triangles
  35. 2.01: Lines
  36. 2.02: Angles
  37. 2.03: Angle Classifications
  38. 2.04: Parallel Lines
  39. 2.05: Triangles
  40. 2.06: Triangle CIassifications
  41. 03: Congruent Triangles
  42. 3.01: The Congruence Statement
  43. 3.02: The SAS Theorem
  44. 3.03: The ASA and AAS Theorems
  45. 3.04: Proving Lines and Angles Equal
  46. 3.05: Isosceles Triangles
  47. 3.06: The SSS Theorem
  48. 3.07: The Hyp-Leg Theorem and Other Cases