Graphing Techniques

Graphing Techniques

Eddie Woo via YouTube Direct link

Parabolas: Axis of Symmetry & Vertex

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Parabolas: Axis of Symmetry & Vertex

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Graphing Techniques

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  1. 1 Addition & Subtraction of Ordinates (1 of 3)
  2. 2 Addition & Subtraction of Ordinates (2 of 3)
  3. 3 Addition & Subtraction of Ordinates (3 of 3)
  4. 4 Curve Sketching w/ Calculus (Basic Example)
  5. 5 Graphing Transformations (Reciprocal Function, Vertical Stretch & Horizontal Shift)
  6. 6 Linear Relationships (1 of 3): Review
  7. 7 Linear Relationships (2 of 3): Step Graphs
  8. 8 Linear Relationships (3 of 3): Piecewise Functions
  9. 9 What are Graphs? (Introduction & Metaphor)
  10. 10 Linear Graph Review: Comparing Different Gradients
  11. 11 Linear Graph Review: Sketching
  12. 12 Linear Graph Review: x & y Intercepts
  13. 13 Linear Graph Review: Vertical & Horizontal Lines
  14. 14 Introduction to Parabolas (1 of 3: Testing Values)
  15. 15 Introduction to Parabolas (2 of 3: Plotting Points)
  16. 16 Introduction to Parabolas (3 of 3: Drawing & Shifting)
  17. 17 Modifications of x² (1 of 2: Review of Shifts)
  18. 18 A little extra bit: what about y = x³ and x = y²?
  19. 19 Modifications of x² (2 of 2: Parabolas through the Origin)
  20. 20 Drawing Parabolas with a Template (1 of 2: Introduction)
  21. 21 Drawing Parabolas with a Template (2 of 2: Example Question)
  22. 22 Exponential Graphs (1 of 2: Considering the Values)
  23. 23 Review: Linear & Parabolic Graphs
  24. 24 Exponential Graphs (2 of 2: Plotting Points)
  25. 25 Introduction to the Hyperbola (1 of 2: Mathematical Modelling)
  26. 26 Introduction to the Hyperbola (2 of 2: Basic Shape & Characteristics)
  27. 27 Solving Linear Inequalities
  28. 28 Solving Linear Inequalities
  29. 29 Solving Quadratic Inequalities
  30. 30 Problem Solving w/ Linear Functions
  31. 31 Functions Requiring Restrictions
  32. 32 Graphing Logarithmic Functions (1 of 4: Basic + Shift)
  33. 33 Graphing Logarithmic Functions (2 of 4: Shift + Compression)
  34. 34 Graphing Logarithmic Functions (3 of 4: Tricky Powers)
  35. 35 Graphing Logarithmic Functions (4 of 4: Reflections)
  36. 36 Parabolas: Summary of Cartesian Formulas
  37. 37 Parabolas: Axis of Symmetry & Vertex
  38. 38 Graphing Parabolas (1 of 2: Step-by-Step Guide)
  39. 39 Graphing Parabolas (2 of 2: Simple Example)
  40. 40 Finding Points of Intersection Using Quadratics
  41. 41 Reviewing Factors of Functions (1 of 3: Factorising f(x), f(x+2) & f(x-2))
  42. 42 Reviewing Factors of Functions (2 of 3: Why Factorise? | Implications for Geometrical Shape)
  43. 43 Reviewing Factors of Functions (3 of 3: Table of Values to verify translation of x^2)
  44. 44 Translations of the Parabola (1 of 2: Finding the equation from its features)
  45. 45 Translations of the Parabola (2 of 2: Updated standard forms)
  46. 46 Finding the intersection point of two graphs
  47. 47 Graphing Polynomials (1 of 4: Fundamental graphs)
  48. 48 Solving Inequalities with Graphs (4 of 4: A secondary algebraic technique)
  49. 49 Solving Inequalities with Graphs (3 of 4: Hyperbola example)
  50. 50 Solving Inequalities with Graphs (2 of 4: Polynomial example)
  51. 51 Solving Inequalities with Graphs (1 of 4: Understanding the visual approach)
  52. 52 Graphing Rational Functions (4 of 4: Harder example - constructing graph)
  53. 53 Graphing Rational Functions (3 of 4: Harder example - identifying features)
  54. 54 Graphing Rational Functions (2 of 4: Basic example)
  55. 55 Graphing Rational Functions (1 of 4: Understanding asymptotes)
  56. 56 Graphing Exponentials & Logs (5 of 5: Reflected logarithmic graph)
  57. 57 Graphing Exponentials & Logs (4 of 5: Translated logarithmic graph)
  58. 58 Graphing Exponentials & Logs (3 of 5: Reflected exponential graphs)
  59. 59 Graphing Exponentials & Logs (2 of 5: Overview of transformations)
  60. 60 Graphing Exponentials & Logs (1 of 5: Fundamental graphs)
  61. 61 Graphing Absolute Value Functions (3 of 3: Reflections & non-linear curves)
  62. 62 Graphing Absolute Value Functions (2 of 3: Translations)
  63. 63 Graphing Absolute Value Functions (1 of 3: Definitions)
  64. 64 Graphing Polynomials (4 of 4: Dilation)
  65. 65 Graphing Polynomials (3 of 4: Vertical translation)
  66. 66 Graphing Polynomials (2 of 4: Horizontal translation)
  67. 67 Graphing Techniques Q&A (3 of 3: Solving an inequality visually)
  68. 68 Graphing Techniques Q&A (2 of 3: Vertical transformation example)
  69. 69 Graphing Techniques Q&A (1 of 3: Horizontal transformation example)
  70. 70 Graphing a Logarithmic Function - example test question
  71. 71 Equation of Circle from Tangent [Exam Question]

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