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HM3## XLatest Additions

8194Trigonometry : pcos A + qsin A : Example 1

8193Differentiation : Trig functions : Visualise a cos x ± b sin x to cos

8192Differentiation : Trig functions : Visualise cos (x ± a) Addition Formulae

8187Exponentials and logs : Logarithms : Find Derived Identity 2

8186Exponentials and logs : Logarithms : Law: a log(b)=log(b

^{a})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

7896Exponentials and logs : Exponentials : Exam Question

Graph of e

^{x}Transformations

Transformations 2

The number e

Plotting O-test 2

Plotting O-test 3

Exam O-test 2

Randomised Exam Q 2010

Discrete decay

Football crowds

Music fans

Radioactive half-life

Spread of infection

Radioactive half-life 2

(ax+b)ⁿ

Computer prices

Example 3

Investments

Elephant population

Exam O-test 1

Exam O-test 1

Exam O-test 3

Exam timed O-test

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Application 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: a log(b)=log(b

^{a})Find Derived Identity 2

Solving equations 1

Solving equations 2

Solving equations 5

Solving equations 4

Solving equations 8

Rationalising the denominator 3

True or false O-test

True or false O-test

Solving on a GDC

Quiz

O-test 5

Timed O-test

Plotting O-test 3

Find z values 2

Check the method

Sequence O-test 2

Sequence O-test 1

Plotting O-test 3

True or false O-test 1

Matching O-test 2

Plotting O-test 4

The ellipse 6

Matching O-test 2

Exam O-test 1

Exam O-test 2

Exam O-test 5

O-test 6

O-test 1

Exam timed O-test 1

Exam O-test 1

Exam O-test 4

Randomised Exam Q 2000

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Review the rules

Equations

Simultaneous equations

Equations 3

Equations 4

Stem and leaf diagrams 2

Equations 5

Inequations

True or false O-test

Exam O-test 3

Exam O-test 1

Exam O-test 2

Exam O-test 2

Exam O-test 4

Exam timed O-test

Randomised Exam Q 2000

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Square root data

Using logs 3

Reciprocal data 5

Which relationship?

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 3

O-test 1

Randomised Exam Q 2008

Visualising 3D vectors

Planes 2

Planes 3

Coordinates 1

Coordinates 2

Coordinates 3

3D Vectors

Distance 2

Planes 1

O-test 1

Pyramid

Prism

Observation O-test

Observation O-test

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

Equations of lines 3

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

Exam O-test 3

Randomised Exam Question

O-test 1

O-test

O-test 6

O-test 9

O-test 7

Exam O-test 1

Exam O-test 3

Randomised Exam Question

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Circle theorem

The cosine rule

The orthocentre

Tetrahedron

Parallelogram

Rhombus

Pythagoras

Tractor

A pleasure boat

Two boats

Two people

O-test 8

O-test 2

O-test 2

Adding trig functions

Example 1

Visualise a sin x ± b cos x to sin

Rcos(x+a)

Rsin(x+a)

Application 3

Application 4

Application 2

Distance

O-test 2

Exam O-test

Exam O-test 3

Exam timed O-test 2

Randomised Exam Q 2001

Randomised Exam Q 2002

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Explanation 2

Randomised Exam Question

The chain rule

Investigate the chain rule

Examples 3

Examples

The chain rule 2

The chain rule 3

The chain rule 4

The chain rule 5

The chain rule 6

A joke

The product rule 3

Exam O-test

Sequence O-test 2

Sequence O-test

Solving tan equations 2

Randomised Exam Q 2006

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Investigate Trig Differentiation

Finding tangents 3

Finding tangents 2

Tangents and Chords of Trig Functions

Visualise cos (x ± a) Addition Formulae

Visualise a cos x ± b sin x to cos

Tangent and normal 2

sin kx

cos kx

Examples

Polynomial division

Gradient 6

Finding tangents

Differentiation on a GDC

Pattern A 1

Pattern A 2

Factorial

Pattern B 1

Pattern B 2

Pattern B 3

Odd functions 2

Example 2

Example 3

Example 4

Example 6

Randomised Exam Question

Exam O-test

Randomised Exam Q 2009

Investigate Trig Integration

sin x and cos x

tan x and cot x

sin ax and cos ax

e

^{ax+b}tan ax and cot ax

Other trig functions 3

Fish

Other trig functions 2

Definite integrals

Definite integrals 2

Using a GDC

Matching O-test

Randomised Exam Q 2008

Mindmap

True or false O-test

True or false 3