“M.A.S”
ADDITIONAL MATHEMATICS
NO. | LEARNING AREA | PAPER 1 | PAPER 2 | Notes |
1 | Functions (Paper 1, Q1, 2, 3) | 6 | | Objects & Image, types of functions, fg, f^{ – 1} |
2 | Quadratic Equations | 2 | | Form equation from given roots Solve using formula |
3 | Quadratic Functions | 2 | | Solve inequalities |
4 | Simultaneous Equations | | 3 | Linear equation : change subject Substitute + expand |
5 | Indices and Logarithms | 2 | | Simple indices equations: eg. 4^{x-1} = 8 ; 3^{x} = 6 (take log_{10}) |
6 | Coordinate Geometry | 1 | | Ratio Theorem |
7 | Circular Measures | 1 | | S = rӨ , A = ½ r^{2}Ө, Simple Applications of formulae |
8 | Statistics | | 3 | Estimate mode from histogram |
9 | Differentiation | 1 | | Simple Diffferentiation |
10 | Solution of Triangles (Paper 2, Section C) | | 3 | Use Sine or Cosine rule, area of Δ |
11 | Index Numbers (Paper 2, Section C) | | 6 | Finding Q_{0} or Q_{1,} I or Composite IndexI |
12 | Progressions | 1 | | Simple AP and GP |
13 | Linear Law | 2 | 5 | Create table, plot points, draw line of best fit, find gradient + Y-intercept |
14 | Integration | 1 | 3 | Obtain y = f(x) from dy/dx (gradient function) |
15 | Vectors | 2 | | Vectors i , j, Unit vectors |
16 | Trigonometric Functions | | 4 | Sketch graph |
17 | Permutations And Combinations | 1 | | Simple nCr or nPr |
18 | Probability | | | |
19 | Probability Distributions | 1 | | |
20 | Motion Along A Straight Line (Paper 2, Section C) | | | |
21 | Linear Programming (Paper 2, Section C) | | 4 | Form inequlities + draw straight lines |
Total marks | 20 | 25 – 30 | Insyaallah PASS !!! |
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