Pages: 346
HM3XLatest Additions
8194Trigonometry : pcos A + qsin A : Visualise a cos x ± b sin x to cos
8193Differentiation : Trig functions : Visualise cos (x ± a) Addition Formulae
8192Differentiation : Trig functions : Visualise sin (x ± a) Addition Formulae
8187Exponentials and logs : Logarithms : Law: a log(b)=log(ba)
8186Exponentials and logs : Logarithms : Law: log(a/b)=log(a)-log(b)
8184Exponentials and logs : Logarithms : Law: log(ab)=log(a)+log(b)
8131Exponentials and logs : Exponential growth & decay : Exam Question
8036Exponentials and logs : Logarithms : Exam Question
8015Exponentials and logs : Exponentials : Exam Question
8009Trigonometry : pcos A + qsin A : Exam Question
8008Exponentials and logs : Logarithms : Exam Question
7956Exponentials and logs : Logarithms & exponentials : Exam Question
7928Exponentials and logs : Logarithms : Exam Question
7903Exponentials and logs : Exponential growth & decay : Exam Question
7899Trigonometry : pcos A + qsin A : Exam Question
Graph of ex
Transformations
Transformations 2
The number e
Plotting O-test 1
Plotting O-test 2
Matching O-test 1
Randomised Exam Q 2010
Discrete growth
Discrete decay
Football crowds
Music fans
Continuous growth
Radioactive half-life
Radioactive half-life 2
Elephant population
Computer prices
Spread of infection
Investments
O-test
Exam O-test 1
Exam O-test 2
Exam timed O-test 2
Randomised Exam Q 2005
Randomised Exam Q 2007
Randomised Exam Q 2007
Randomised Exam Q 2008
Randomised Exam Q 2008
Randomised Exam Q 2008
Randomised Exam Q 2008
Randomised Exam Q 2008
Randomised Exam Q 2008
Randomised Exam Q 2009
Randomised Exam Q 2009
Randomised Exam Q 2011
Randomised Exam Q 2014
Randomised Exam Q 2015
Randomised Exam Q 2007
Randomised Exam Q 2010
Randomised Exam Q 2011
Solving equations 1
Solving equations 6
Solving equations 3
Match Composite Exp/Log Functions
Graph of ln ax
Log bases
Log bases 2
Log bases 3
The laws of logs
The laws of logs 2
The laws of logs 3
Memorise the laws of logs
Simplifying
Simplifying 2
Simplifying 3
Simplifying 4
Convert to Y=aX+b
Convert from Y=aX+b
Law: log(a/b)=log(a)-log(b)
Law: a log(b)=log(ba)
Law: log(ab)=log(a)+log(b)
Solving equations 2
Solving equations 4
Solving equations 5
Solving equations 7
Solving equations 8
Solving equations 9
Solving equations 10
Check the method
Solving on a GDC
Quiz
Quiz
Timed O-test
Plotting O-test 1
Plotting O-test 2
True or false O-test 1
Sequence O-test 1
Sequence O-test 2
Plotting O-test 3
True or false O-test 2
Matching O-test
Plotting O-test 3
Plotting O-test 4
Matching O-test 2
Exam O-test 1
Exam O-test 2
Exam O-test 3
O-test 1
O-test 2
Exam timed O-test
Exam O-test 1
Exam O-test 2
Randomised Exam Q 2000
Randomised Exam Q 2000
Randomised Exam Q 2004
Randomised Exam Q 2005
Randomised Exam Q 2007
Randomised Exam Q 2007
Randomised Exam Q 2007
Randomised Exam Q 2007
Randomised Exam Q 2008
Randomised Exam Q 2008
Randomised Exam Q 2008
Randomised Exam Q 2008
Randomised Exam Q 2008
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Randomised Exam Q 2009
Randomised Exam Q 2009
Randomised Exam Q 2009
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Randomised Exam Q 2009
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Randomised Exam Q 2010
Randomised Exam Q 2010
Randomised Exam Q 2010
Randomised Exam Q 2010
Randomised Exam Q 2010
Randomised Exam Q 2014
Randomised Exam Q 2014
Review the rules
Equations
Equations 2
Equations 3
Equations 4
Equations 5
Simultaneous equations
Inequations
O-test 2
O-test 1
Exam O-test 1
Exam O-test 2
Exam O-test 3
Exam O-test 4
Exam timed O-test 1
Randomised Exam Q 2000
Randomised Exam Q 2002
Randomised Exam Q 2002
Randomised Exam Q 2003
Randomised Exam Q 2003
Randomised Exam Q 2003
Randomised Exam Q 2003
Randomised Exam Q 2005
Randomised Exam Q 2005
Randomised Exam Q 2006
Randomised Exam Q 2006
Randomised Exam Q 2006
Randomised Exam Q 2007
Randomised Exam Q 2007
Randomised Exam Q 2007
Randomised Exam Q 2007
Randomised Exam Q 2007
Randomised Exam Q 2007
Randomised Exam Q 2007
Randomised Exam Q 2007
Randomised Exam Q 2008
Randomised Exam Q 2008
Randomised Exam Q 2008
Randomised Exam Q 2008
Randomised Exam Q 2008
Randomised Exam Q 2008
Randomised Exam Q 2009
Randomised Exam Q 2009
Randomised Exam Q 2010
Randomised Exam Q 2011
Using logs
Using logs 2
Using logs 3
Using logs 4
Randomised Exam Q 2008
Understand vectors in two and three dimensions. Learn about: Magnitude of a vector, algebraic operations of vector addition and multiplication by scalars, and their geometrical interpretations, position vectors, the distance between two points, the scalar product and angles between vectors.
Types of vectors
Unit vectors
Vector addition
a-b and b-a
Vector subtraction
Multiplication by a scalar
Magnitude
Equations of lines
O-test 1
O-test 3
Randomised Exam Q 2008
Visualising 3D vectors
Planes 1
Planes 2
Planes 3
Coordinates 1
Coordinates 2
Coordinates 3
3D Vectors
Distance
Distance 2
Pyramid
Prism
Observation O-test
O-test 1
Example 1
Example 2
Example 3
Example 4
Example 5
Example 6
Example 7
Example 8
O-test
Magnitude 4
2D add and subtract
Distance between two points
2D add and subtract 2
3D add and subtract
Multiplication by a scalar 2
Unit vectors 2
Unit vectors
The section formula
Unit vectors 3
Area of a triangle
Area of a triangle 2
Vector to cartesian form
Scalar product
Angle between vectors
Angle between vectors 2
Perpendicular vectors
Perpendicular vectors 2
Perpendicular vectors 3
Perpendicular vectors 4
Collinear points
Memorise the formulae
Diagonals of a parallelogram
Sequence O-test
O-test 1
O-test 2
O-test 5
O-test 6
O-test 7
O-test 8
Exam O-test 2
Exam O-test 4
Exam O-test 5
Randomised Exam Q 2000
Randomised Exam Q 2003
Randomised Exam Q 2006
Randomised Exam Q 2007
Randomised Exam Q 2007
Randomised Exam Q 2008
Randomised Exam Q 2008
Randomised Exam Q 2008
Randomised Exam Q 2009
Randomised Exam Q 2009
Randomised Exam Q 2009
Circle theorem
The cosine rule
The orthocentre
Tetrahedron
Parallelogram
Rhombus
Pythagoras
Tractor
A pleasure boat
Two boats
Two people
Two submarines
O-test 1
O-test 9
Adding trig functions
Visualise a cos x ± b sin x to cos
Visualise a sin x ± b cos x to sin
Rcos(x+a)
Rsin(x+a)
Application 1
Application 2
Application 3
Application 4
O-test
Exam O-test 1
Exam O-test 2
Exam timed O-test
Randomised Exam Q 2001
Randomised Exam Q 2002
Randomised Exam Q 2004
Randomised Exam Q 2005
Randomised Exam Q 2006
Randomised Exam Q 2007
Randomised Exam Q 2007
Randomised Exam Q 2008
Randomised Exam Q 2008
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Randomised Exam Q 2010
Randomised Exam Q 2010
Randomised Exam Q 2011
Randomised Exam Q 2014
Randomised Exam Q 2014
Explanation
Explanation 2
The chain rule
Investigate the chain rule
(ax+b)ⁿ 2
(ax+b)ⁿ
The chain rule 2
The chain rule 3
The chain rule 4
The chain rule 5
The chain rule 6
Finding gradients
Finding gradients 2
Matching O-test
Sequence O-test 1
Sequence O-test 2
Exam timed O-test
Randomised Exam Q 2006
Randomised Exam Q 2006
Randomised Exam Q 2008
Randomised Exam Q 2008
Randomised Exam Q 2008
Investigate Trig Differentiation
Finding tangents 2
Finding tangents 1
Tangents and Chords of Trig Functions
Visualise sin (x ± a) Addition Formulae
Visualise cos (x ± a) Addition Formulae
Tangent and normal 2
sin kx
cos kx
Examples
Examples 2
Examples 3
Finding tangents 3
Differentiation on a GDC
Pattern A 1
Pattern A 2
Pattern A 3
Pattern B 1
Pattern B 2
Pattern B 3
Example 1
Example 2
Example 3
Example 4
Example 5
Example 6
O-test
Randomised Exam Q 2009
Investigate Trig Integration
sin x and cos x
tan x and cot x
sin ax and cos ax
sin ax and cos ax 2
tan ax and cot ax
Other trig functions
Other trig functions 2
Other trig functions 3
Definite integrals
Definite integrals 2
Using a GDC
Matching O-test
Randomised Exam Q 2008
Mindmap
True or false: f(x+y)=f(x)+f(y)?
True or false: f(x×y)=f(x)×f(y)?