1. Polynomial Functions 50 min LESSON 1

2. Polynomial Functions Cont'd 1 hr lesson 2

3. Polynomial Functions LESSON 3

4. Addition of polynomial functions 40 min lesson 4

5. Multiplication of Polynomial functions 40 min lesson 5

6. Polynomial Division Theorem 40 min lesson 6

7. Remainder Theorem 35 min lesson 7

8. Factor Theorem 30 min lesson 8

9. zeros of a polynomial 40 min lesson 9

10. Zeros and Their Multiplicities 35 min lesson 10

11. Location Theorem 40 min lesson 11

12. Rational Root Test 40 min lesson 12

13. GRAPHS OF POLYNOMIAL FUNCTIONS 40 min lesson 13

14. Graphs of polynomial functions in association with their corresponding degrees 45 min Lesson 14

15. Polynomial functions of higher degrees the form f(x)=a_n x^n+b,n≥3. 50 min Lesson 15

16. The Graph of a Polynomial function of degree n 40 min Lesson 16

17. Exponent Notation 35 min Lesson 17

18. Laws of Exponents 50 min Lesson 18

19. Rational Exponents 45 min Lesson 19

20. Irrational Exponents 45 min Lesson 20

21. Logarithms 40 min Lesson 21

22. Laws of logarithms and two additional laws of logarithms 40 min Lesson 22

23. Logarithms in base 10 (common logarithms) 45 min Lesson 23

24. Using the logarithm table 40 min Lesson 24

25. Antilogarithms 35 min Lesson 25

26. Computation with logarithms and the exponential functions 40 min Lesson 26

27. Graphs of Exponential Functions 40 min Lesson 27

28. The graph of f(x)=b^x ,0<1 has the following basic properties 35 min Lesson 28

29. The exponential function with base e and the number e 40 min Lesson 29

30. The Natural Exponential Function 35 min Lesson 30

31. Graphs of Logarithmic Functions 40 min Lesson 31

32. The graph of y=log_b⁡x , ( 0 <1) 40 min

33. The Relationship Between the Functions y =bx and y=logb x ( b > 0,b ≠1 ) 40 min Lesson 33

34. The Relationship Between the Functions y =2x and y=log2 x 40 min Lesson 34

35. The Natural Logarithm 30 min Lesson 35

36. Solving Exponential Equations 35 min Lesson 36

37. Additional properties for exponential equations 40 min Lesson 37

38. Solving Logarithmic Equations 35 min Lesson 38

39. Property of equality for logarithmic equations 40 min Lesson 39

40. Application of Exponential Function :- Population Growth 40 min Lesson 40

41. Application of Exponential Function:- Compound Interest 35 min Lesson 41

42. Application of Exponential Function:-chemistry 45 min Lesson 42

43. Summary Of Exponential and Logarithmic Functions 40 min Lesson 43

44. Inequalities involving absolute value 40 min Lesson 44

45. Systems of equations involving absolute 38 min Lesson 45

46. Solution of |x| < a and |x| ≤ a 30 min Lesson 46

47. Solution of |x| > a and |x| ≥ a 40 min Lesson 47

48. System of Linear Equation In Two Variables 40 min Lesson 48

49. System of Linear Inequalities In Two Variables 45 min Lesson 49

50. 2.System of Linear Inequalities In Two Variables 40 min Lesson 50

51. 3.System of Linear Inequalities In Two Variables 40 min Lesson 51

52. QUADRATIC INEQUALITIES 40 min Lesson 52

53. Solving Quadratic Inequalities Using Product Properties 40 min LESSON 53

54. Solving Quadratic Inequalities Using Product Properties 40 min Lesson 54

55. 1.Solving Quadratic Inequalities Using the Sign Chart Method 40 min Lesson 55

56. 2.Solving Quadratic Inequalities Using the sign chart method 40 min Lesson 56

57. 1.Solving Quadratic Inequalities Graphically 40 min Lesson 57

58. 2.Solving Quadratic Inequalities Graphically 40 min Lesson 58

59. SUMMARY OF SOLVING INEQUALITIES 35 min Lesson 59

60. Distance between points in a plane 40 min Lesson 60

61. DIVISION OF A LINE SEGMENT 45 min Lesson 61

62. The mid-point formula 40 min Lesson 62

63. Gradient (slope) of a Line 35 min Lesson 63

64. Slope of a Line in Terms of Angle of Inclination 40 min Lesson 64

65. The point-slope form of equation of a line 40 min Lesson 65

66. The slope-intercept form of equation of a line 40 min Lesson 66

67. The two-point form of equation of a line 45 min Lesson 67

68. PARALLEL LINES 40 min Lesson 68

69. PERPENDICULAR LINES 45 min Lesson 69

70. Summary of Coordinate Geometry Lesson 70

71. BASIC TRIGONOMETRIC FUNCTIONS Lesson 71

72. Radian measure of angles Lesson 72

73. Definition of the sine, cosine and tangent functions Lesson 73

74. The unit circle Lesson 74

75. Trigonometric values of 30o, 45o and 60o Lesson 75

76. Values of Trigonometric Functions for Related Angles Lesson 76

77. Complementary angles and Reference angle ( θ_R) Lesson 77

78. Values of the trigonometric functions of θ and its reference angle θ_R and Supplementary angles Lesson 78

79. Co–terminal angles and Trigonometric values of co–terminal angles Lesson 79

80. Graph of the sine function 1 hr, 40 min Lesson 80

81. Graph of the cosine and the tangent function 50 min Lesson 81

82. The Cosecant, Secant and Cotangent Functions 45 min Lesson 83

83. Co–functions 1 hr

84. Pythagorean identities 1 hr

85. Quotient identities 1 hr

86. Using tables of the trigonometric functions 1 hr

87. REAL LIFE APPLICATION PROBLEMS 1 hr, 10 min

88. Angle of elevation and angle of depression 1 hr

89. Summary of Trigonometric Functions 1 hr

90. THEOREMS ON TRIANGLES 1 hr

91. Altitude of a triangle 1 hr

92. Angle bisector of a triangle 1 hr

93. SPECIAL QUADRILATERALS (Trapezium and Parallelogram) 1 hr

94. SPECIAL QUADRILATERALS (Rectangle , Rhombus and Square) 1 hr

95. MORE ON CIRCLES (Angles and Arcs Determined by Lines Intersecting Inside and On a Circle) 1 hr

96. Angles and Arcs Determined by Lines Intersecting Outside a Circle 1 hr

97. REGULAR POLYGONS 1 hr

98. Summary of Plane Geometry 1 hr

99. 1. INTRODUCTION TO PRISMS AND CYLINDERS 1 hr

100. 2. INTRODUCTION TO PRISMS AND CYLINDERS 1 hr

101. PYRAMIDS, CONES AND SPHERES 1 hr

102. 7.3 FRUSTUMES OF PYRAMIDS 1 hr, 10 min

103. Frustum of a cone 1 hr

104. 7.4 SURFACE AREAS AND VOLUMES OF COMPOSED SOLIDS 1 hr

105. Summary OF Measurement 2 hrs