Differentiation  Algebra 
Statistics

Sampling (cont.)

1


28

Algebraic Manipulation 
51


77


2 

29 

52


78

Confidence Intervals for Proportions 
3 

30 
Changing the Subject / Manipulating Surds 
53

Statistical Graphs 
79

Confidence Intervals for Difference of Two Means 
4 

31 

54


80

Calculating Sample Size 
5 

32 

55


Time Series 
6 

33 

56

Scatter Diagrams 
81


7 

Complex Numbers 
57

Investigations 
82


8 

34

Complex Numbers 
Probability  Sequences / Series / Functions 
9 

35 
Adding and Subtracting 
58


83

Arrangements 
10 

36 
Multiplying and Dividing 
59


84

Permutations and Combinations 
11 

37 

60

Probability Rules 
85


12 

38 
Polar form 
61

Conditional Probability 
86


13 

39 

62

Tree Diagrams 
87


14 

40 

63


88


Integration  Trigonometry 
64


89


15 

41 

65


90

Power Functions 
16 
Exponential Functions 
42 
Reciprocal and Inverse Functions 
66


91


17

Surds and Negative Indices 
43 

67


92


18 

44 

68


93

Power Function Modelling 
19 

45 

69


94


20 

46

Applications of Trigonometry 
70


95

Series Applications / Induction 
21 

Geometry 
71


Motion

22 

47 

72

Normal Approximation to Binomial 
96


23 

48 

73


97

Simple Harmonic Motion 
24 

49 

74


Equations

25 

50 
Tangents, Normals and Coordinate Geometry 
Sampling

98


26 


75


99


27 

76


100

