Addition Mathematics
Subject code: 0606
Chapter 16
Kinematics
Exercise 16.1 (Solutions)
Application of differentiation in kinematics
Exercise 16.2 (Solutions)
Application of Integration in kinematics
Exercise 16.3 (Solutions)
Past Year Paper Questions and Solutions
Addition Mathematics
Subject code: 0606
Chapter 1
Functions
Exercise 1.1 (Solutions)
Mapping
Exercise 1.2 (Solutions)
Check whether function or not
Exercise 1.3 (Solutions)
Composite functions
Exercise 1.4 (Solutions)
Modulus functions
Exercise 1.5 (Solutions)
Graphs of modulus linear functions
Exercise 1.6 (Solutions)
Inverse functions
Exercise 1.7 (Solutions)
The graph of a function and its inverse
Exercise 1.8 (Solutions)
Past Year Paper Questions and solutions
Addition Mathematics
Subject code: 0606
Chapter 2
Simultaneous Equations and Quadratics
Exercise 2.1 (Solutions)
Simultaneous equations (one linear and one non-linear)
Exercise 2.2 (Solutions)
Maximum and minimum values of quadratic function
Exercise 2.3 (Solutions)
Graphs of y=modulus of f(x) where f(x) is quadratic function
Exercise 2.4 (Solutions)
Quadratic inequalities
Exercise 2.5 (Solutions)
Roots of a quadratic equations
Exercise 2.6 (Solutions)
discriminant value
Exercise 2.7 (Solutions)
Past Year Paper Questions and solutions
Addition Mathematics
Subject code: 0606
Chapter 3
Indices and Surds
Exercise 3.1 (Solutions)
Simplifying expressions involving indices
Exercise 3.2 (Solutions)
Solving equations involving indices
Exercise 3.3 (Solutions)
Surds
Exercise 3.4 (Solutions)
Multiplication, division and simplifying of surd
Exercise 3.5 (Solutions)
Rationalising the denominator of a fraction
Exercise 3.6 (Solutions)
Solving equations involving surds
Exercise 3.7 (Solutions)
Past Year Paper Questions and solutions
Addition Mathematics
Subject code: 0606
Chapter 7
Straight-line Graphs
Exercise 7.1 (Solutions)
Problems involving length of a line and midpoint
Exercise 7.2 (Solutions)
Parallel and perpendicular lines
Exercise 7.3 (Solutions)
Equations of a straight lines
Exercise 7.4 (Solutions)
Areas of rectilinear figures
Exercise 7.5 (Solutions)
Converting from non-linear form to a linear form
Exercise 7.6 (Solutions)
Converting from linear form to a non-linear form
Exercise 7.7 (Solutions)
Finding relationship from data
Exercise 7.8 (Solutions)
Past Year Paper Questions and Solutions
Addition Mathematics
Subject code: 0606
Chapter 8
Circular Measure
Exercise 8.1 (Solutions)
Circular measure
Exercise 8.2 (Solutions)
Length of an arc
Exercise 8.3 (Solutions)
Area of a sector
Exercise 8.4 (Solutions)
Past Year Paper Questions and Solutions
Addition Mathematics
Subject code: 0606
Chapter 12
Differentiation 1
Exercise 12.1 (Solutions)
The gradient function
Exercise 12.2 (Solutions)
The chain Rule
Exercise 12.3 (Solutions)
The product Rule
Exercise 12.4 (Solutions)
The quotient Rule
Exercise 12.5 (Solutions)
The tangents and normal
Exercise 12.6 (Solutions)
The small increments and approximations
Exercise 12.7 (Solutions)
The rate of change
Exercise 12.8 (Solutions)
The second derivatives
Exercise 12.9 (Solutions)
The stationary points
Exercise 12.10 (Solutions)
Practical maximum and minimum problems
Exercise 12.11 (Solutions)
Past year Paper Questions and Solutions
Addition Mathematics
Subject code: 0606
Chapter 5
Equations, inequalities and graphs
Exercise 5.1 (Solutions)
Solving equations of the type modulus of (ax-b) = modulus of (cx-d)
Exercise 5.2 (Solutions)
Solving modulus inequalities
Exercise 5.3 (Solutions)
Sketching graphs of cubic polynomials and their moduli
Exercise 5.4 (Solutions)
Solving cubic inequalities graphically
Exercise 5.5 (Solutions)
Solving more complex quadratic equations
Exercise 5.6 (Solutions)
Past Year Paper Questions and Solutions
Addition Mathematics
Subject code: 0606
Chapter 6
Logarithmic and Exponential Functions
Exercise 6.1 (Solutions)
Logarithms of base 10
Exercise 6.2 (Solutions)
Logarithms of base a
Exercise 6.3 (Solutions)
The laws of logarithms
Exercise 6.4 (Solutions)
Solving logarithmic equations
Exercise 6.5 (Solutions)
Solving exponential equations
Exercise 6.6 (Solutions)
Change of base of logarithms
Exercise 6.7 (Solutions)
Natural logarithms
Exercise 6.8 (Solutions)
Practical applications of exponential equations
Exercise 6.9 (Solutions)
The graphs of simple logarithmic and exponential functions
Exercise 6.10 (Solutions)
The graphs of y = k(e^mx)+a and y=k(ln(ax+b)), n,k,a,b belongs to Z
Exercise 6.11 (Solutions)
The inverse of logarithmic and exponential functions
Exercise 6.12 (Solutions)
Past Year paper Questions and solutions
Addition Mathematics
Subject code: 0606
Chapter 9
Trigonometry
Exercise 9.1 (Solutions)
Angles between 0 degree and 90 degrees
Exercise 9.2 (Solutions)
The general definition of an angle
Exercise 9.3 (Solutions)
Trigonometric ratios of general angles
Exercise 9.4 (Solutions)
Graphs of trigonometric functions
Exercise 9.5 (Solutions)
Graphs of y= modulus of f(x)
Exercise 9.6 (Solutions)
Trigonometric equations
Exercise 9.7 (Solutions)
Trigonometric identities
Exercise 9.8 (Solutions)
Further trigonometric equations
Exercise 9.9 (Solutions)
Further trigonometric identities
Exercise 9.10 (Solutions)
Past Year Paper Questions and solutions