주차 회차 요일 학습 내용
1 1 화 <1.1. Exponent and Logarithm>
  1. Definition of Exponent and Logarithm (20min)
  2. Law of Exponent and Logarithm (40min)
  3. Simplifying Expressions (30min) | | | 2 | 목 | <1.2. Arithmetic Sequences and Series>
  4. Arithmetic Sequences (30min)
  5. Arithmetic Series (40min)
  6. nth Term and Sum Formulas (20min) | | | 3 | 토 | <1.3. Geometric Sequences and Series>
  7. Geometric Sequences (30min)
  8. Geometric Series (40min)
  9. nth Term and Sum Formulas (20min) | | 2 | 4 | 화 | <1.4. Application of Sequences and Series>
  10. Application of Arithmetic Sequence on Real-Life (30min)
  11. Application of Geometric Sequence on Finance: (40min)
  12. Spread, Salary and Population Problems (20min) | | | 5 | 목 | <1.5. Exponential and Logarithmic Equations>
  13. Integer and Rational Exponent (20min)
  14. Logarithm with its base of e and 10 (40min)
  15. Exponential and logarithmic equations (30min) | | | 6 | 토 | <1.6. Binomial Theorem and Proofs>
  16. Pascal's Triangle (30min)
  17. Simple Deductive, LHS, and RHS Proofs (30min)
  18. Binomial Expansion and Proof Techniques (30min) | | 3 | 7 | 화 | <2.1. Introduction to Functions>
  19. Different Form of Lines (25min)
  20. Features of Linear Function (25min)
  21. Parallel Lines and Perpendicular Lines (20min)
  22. Definition of Function (20min) | | | 8 | 목 | <2.2. Functions and Graphing>
  23. Features of Function (40min)
  24. Graph of Linear and Quadratic Functions (50min)
  25. Concept of Inverse Function and y=x | | | 9 | 토 | <2.3. Composite and Inverse Functions>
  26. Definition of Composite and Inverse Functions (30min)
  27. Finding and Graphing Inverse Functions (20min)
  28. Application on Real-life with Questions (30min)
  29. Visualizing Inverse with Calculator (10min) | | 4 | 10 | 화 | <2.4. Quadratic Function and Transformation>
  30. Completing the Square and the Vertex Form (20min)
  31. Transformation of Graphs (40min)3) Use of Calculator for Functions (30min) | | | 11 | 목 | <2.5. Quadratic Equations and Inequalities>
  32. Solving Quadratic Equation Analytically (20min)
  33. Solving Quadratic Equation Graphically (25min)
  34. Solving Quadratic Inequality Analytically (20min)
  35. Solving Quadratic Inequality Graphically (25min) | | | 12 | 토 | <2.6. Exponential and Logarithmic Functions>
  36. Definition and Graph (40min)
  37. Application on decay, growth, and finance (40min)
  38. Calculating Growth using Calculator (10min) | | 5 | 13 | 화 | <3.1. Basic Geometry>
  39. Definition of Distance in 3D Space (20min)
  40. Definition of Volume in 3D Shapes (40min)
  41. Definition of Angle with Lines and Planes (30min) | | | 14 | 목 | <3.2. Right-Angle Trigonometry>
  42. Definition of Sine, Cosine, Tangent (40min)
  43. Ratios of Sine, Cosine, and Tangent (40min)
  44. Application on Real-life Problems (10min) | | | 15 | 토 | <3.3. Non Right-Angle Trigonometry>
  45. Sine and Cosine Rules (20min)
  46. Pythagoras’s Theorem and Proof (30min)
  47. Angles of Elevation and Depression (15min)
  48. Problem Solving with Guidance (25min) | | 6 | 16 | 화 | <3.4. Circle and Radian>
  49. Radian Measure (50min)
  50. Circular Measure (40min) | | | 17 | 목 | <3.5. Trigonometric Function>
  51. Sine, Cosine, and Tangent Function with Graphs (30min)
  52. Transformation of Graphs (50min)
  53. Visualizing Graph with Calculators (10min) | | | 18 | 토 | <3.6. Trigonometric Identities and Equations>
  54. Trigonometric Identities (25min)
  55. Basic Trigonometric Equations (15min)
  56. Advanced Trigonometric Equations (20min)
  57. Applying Trigonometric Identities in Equation (30min) |