주차 회차 요일 학습 내용
1 1 화 <5.1. Introduction to Differentiation>
  1. Definition of Limit (20min)
  2. Derivative Interpreted as a Gradient (30min)
  3. Derivative Interpreted as a Rate of Change (30min)
  4. Form of Notations (10min) | | | 2 | 목 | <5.2. Increasing and Decreasing Function>
  5. Definition of Increasing and Decreasing Function (40min)
  6. Interpretation of f′(x) > 0, f′(x) = 0, f′(x) < 0 (50min) | | | 3 | 토 | <5.3. Tangents and Binomials>
  7. Derivative of f(x) = ax^n (30min)
  8. Tangents and Normals (40min)
  9. Use of Technology to Get the Soultion (20min) | | 2 | 4 | 화 | <5.4. Rules of Differentiation>
  10. Derivative of x^n (n ∈ Q), sinx, cosx, e^x and lnx (30min)
  11. Chain Rule Application (30min)
  12. Product and Quotient Rule Application (30min) | | | 5 | 목 | <5.5. Second Derivative>
  13. Second Derivative of Function (25min)
  14. Graphical Behavior of Functions (25min)
  15. Local Maximum and Minimum (40min) | | | 6 | 토 | <5.6. Graph Analysis>
  16. Concept of Optimization (25min)
  17. Application of Optimization (20min)
  18. Concavity and Inflexion (45min) | | 3 | 7 | 화 | <5.7. Introduction to Integration>
  19. Anti-Derivative and Anti-differentiation (40min)
  20. Determination of Constant Term (50min) | | | 8 | 목 | <5.8. Definite Integral I>
  21. Concept of Definite Integral (40min)
  22. Calculating Area Using Definite Integral (40min)
  23. Use of Calculator to Get the Area (10min) | | | 9 | 토 | <5.9. Definite Integral II>
  24. Analytical Approach to Definite Integral (40min)
  25. Graphical Approach to Definite Integral (40min)
  26. Use of Calculator to Get the Area II (10min) | | 4 | 10 | 화 | <5.10. Indefinite Integral I>
  27. Anti-differentiation and Anti-Derivative (40min)
  28. Anti-differentiation and Constant Term (50min) | | | 11 | 목 | <5.11. Indefinite Integral II>
  29. Integration of Composite Funtion (30min)
  30. Integration by Reverse Chain Rule (30min)
  31. Integration by Substitution (30min) | | | 12 | 토 | <5.12. Kinematics Problems>
  32. Displacement Problems (30min)
  33. Velocity Problems (30min)
  34. Acceleration and Total Distance Problems (30min) | | 5 | 13 | 화 | <4.1. Data I>
  35. Concepts of Population and Sample (30min)
  36. Reliability of Data and Bias in Sampling (30min)
  37. Interpretation of Outliers (30min) | | | 14 | 목 | <4.2. Data Analysis>
  38. Modal Class (20min)
  39. Measures of Dispersion (30min)
  40. Effect of Constant Changes (20min)
  41. Quartiles of Discrete Data (20min) | | | 15 | 토 | <4.3. Correlation and Regression>
  42. Correlation and Pearson (30min)
  43. Regression Line (30min)
  44. Diagrams (30min) | | 6 | 16 | 화 | <4.5. Events and Probability>
  45. Concepts of Events (40min)
  46. Concepts of Probability (50min) | | | 17 | 목 | <4.6. Distribution I>
  47. Probability Distribution (40min)
  48. Binomial Distribution (50min) | | | 18 | 토 | <4.6. Distribution II>
  49. Normal Distribution (40min)
  50. Calculations (20min)
  51. Z-Values (30min) |