Pages: 647

HM2## XLatest Additions

8191Trigonometry : Double angle formulae : Visualise sin (x ± a) Addition Formulae

8190Trigonometry : Double angle formulae : Visualise cos(ax) Formulae

8130Integration : Definite integration : Exam Question

8127Algebra and Functions : Remainder theorem : Exam Question

8034Integration : Definite integration : Exam Question

8005Coordinate geometry : Circles - geometry : Exam Question

8003Integration : Definite integration : Exam Question

7989Trigonometry : Double angle formulae : Exam Question

7973Trigonometry : Double angle formulae : Exam Question

7972Algebra and Functions : Remainder theorem : Exam Question

7971Integration : Definite integration : Exam Question

7969Coordinate geometry : Circles - geometry : Exam Question

7964Algebra and Functions : Factor Theorem : Exam Question

7963Integration : Definite integration : Exam Question

7960Trigonometry : Trig equations : Exam Question

Factorising 1

Form the cubic

Factorising 2

Linear,quadratic,cubic

Exam O-test 5

O-test

Method O-test

Randomised Exam Q 2006

Randomised Exam Q 2007

Randomised Exam Q 2008

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Randomised Exam Q 2009

Equating Coeffs 1

Equating Coeffs 2

Equating Coeffs 3

Equating Coeffs 4

O-test 2

O-test 3

Visualise Factor Theorem 1

Visualise Factor Theorem 2

Factor theorem 1

Factor theorem 2

Factor theorem 3

Factor theorem 4

Factor theorem 5

Factor theorem 7

Timed O-test

True or false 2

O-test 1

Exam O-test 1

Exam O-test

Exam timed O-test

Randomised Exam Q 2004

Randomised Exam Q 2005

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Introduction

Describe the inequality

Investigate Quadratic Inequalities

Solving

Investigate Linear Inequalities

Straight line recognition 3

O-test 2

Solving quadratics

Solving quadratics 2

Evaluating the gradient 4

True or false 2

Timed O-test

Solve by elimination 3

Exam O-test

O-test 1

Randomised Exam Q 2002

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Long division 1

Long division 2

Randomised Exam Question

Avoiding long division

Avoiding long division 2

O-test 1

Factorising

Factorising 4

Expanding brackets

Expanding brackets 2

Expanding brackets 3

Practise

Factorising 2

Factorising 3

Factorising 5

Practise factorising

True or false O-test 2

Timed O-test

Sequence O-test 3

O-test 2

Completing the square

Solving quadratics 3

By factorising

Completing the square 2

Using the formula

The discriminant

The discriminant 2

Using a GDC

Using a GDC 2

Using a GDC 3

Finding parallel lines 3

O-test 1

O-test 1

O-test 2

Randomised Exam Q 2003

Randomised Exam Q 2003

Randomised Exam Q 2008

Remainder theorem 1

Dividing by (ax+b)

Remainder theorem 2

Remainder theorem 3

True or false O-test

Exam O-test 1

Exam O-test 2

Randomised Exam Question

Exam timed O-test

Randomised Exam Q 2000

Randomised Exam Q 2002

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Investigate Linear & Quadratic

Investigate Two Quadratics

Linear graphs

Solve by elimination 2

Solve by substitution 1

Solve by elimination 4

Solve by elimination 1

Solve by substitution 2

Two quadratics 3

Linear and quadratic 4

Linear and quadratic 5

Two quadratics 2

Linear and quadratic 6

Solving 2

Two quadratics 1

Definition

Linear and circle

Linear equations on a GDC

Linear equations on a GDC 2

O-test 2

O-test 2

Exam O-test 1

Exam O-test 2

Exam O-test 4

Randomised Exam Q 2000

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Sequence O-test 2

Sequence O-test 1

True or false O-test

Exam O-test

O-test 2

O-test 3

Timed O-test 2

O-test 5

Plotting O-test 1

Timed O-test

Introduction

Tangents to circles

Angle in a semicircle

Radius and chord

Radius and tangent

Intersecting circles

Touching externally

Touching internally

The common chord

The common tangent

Graphing on a GDC

O-test 1

Three circles

Three circles 2

Circumcircle

Investigate Equation of Circle

Centre and radius

Intercepts

Centre and radius 4

Find the equation 3

Find the equation 4

The basics

Matching Circles

Centre and radius 2

Completing the square 3

Area and circumference

More examples

Find the equation

Find the equation 6

Circles and chords

Lines and circles 2

Lines and circles 3

Linear and quadratic 3

Circles and chords 2

True or false 1

O-test 2

O-test 3

O-test 3

True or false O-test

Timed O-test 3

O-test 4

O-test 7

True or false O-test

Matching O-test

O-test 5

Exam O-test 1

Exam O-test 3

Exam O-test 2

Exam O-test 3

Exam timed O-test

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Solving equations

Formulae Example 1

Example 2

Example 4

Example 5

Visualising Addition Formulae

Sums & differences

Exact values

Sums & differences 2

Sums & differences 3

Sums & differences 4

Sums & differences 5

The factor formulae

Amplitude & period 3

The factor formulae 2

The factor formulae 3

O-test

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Method

Randomised Exam Q 2007

Visualise cos(ax) Formulae

Visualise sin (x ± a) Addition Formulae

The identities

Centre and radius 3

Exact values

Exact values 2

Convergence O-test

Exam O-test 1

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Memorise the formulae

All the formulae

Drag Proof with cos 2A

Drag Proof with sec and cosec

Drag Proof with sin 2A

cos 2A and sin 2A

sec A, cosec A, tan A, cot A

Exact values

cosec A, cot A

sin A, cos A, sec A

Proof with all 6 trig functions

cos 2A 2

Addition formulae

sin A, cos A, cosec A

O-test 1

The cosine rule

The sine rule

The sine rule 2

The sine rule 3

The cosine rule 2

The cosine rule 3

The cosine rule 4

The cosine rule 5

Basic functions

Angle between 2D lines

The ambiguous case

The ambiguous case 2

Randomised Exam Question

The cosine rule on a GDC

Randomised Exam Question

Quiz

Exam O-test 1

Randomised Exam Q 2005

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Sin and cos equations

Prove an increasing function 2

Investigate Inverse Trigonometry

Solving sine equations

Solving tan equations

Solving cosine equations

Introduction to Inverse Trigonometry

The CAST diagram

Solving sine equations 2

Solving cos equations 3

Solving cos equations 4

Solving sine equations 5

Solving cos equations 2

Solving sine equations 4

O-test 3

Solving cos equations 5

Solving tan equations 3

Solving trig equations on a GDC

Quiz

O-test 2

O-test 4

O-test 5

O-test 1

O-test 2

Projectile

Exam O-test 1

Exam O-test 2

Exam O-test 4

Exam O-test 4

Exam timed O-test

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A graph

Memorise the formulae

Zooming In to Find Roots

Example 1

Example 2

Randomised Exam Q 2000

Example 1

Example 2

Example 3

Exam O-test

Randomised Exam Q 2006

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Introduction

Positive & negative area

Understanding areas

Finding an area 1

Finding areas

Multiplying by a constant

Using the notation

Check the steps

Finding an area 3

Finding an area 4

Area between curves 3

Reversing the steps

Positive & negative area 2

Vertical slices

Approximate area between curves

Approximate area 2

Approximate area 3

Area between curves

Area between curves 2

Example 6

Using a GDC

Using a GDC 2

Exam timed O-test 1

O-test 2

Exam O-test 1

Quiz

Exam O-test

Exam O-test 2

Exam O-test 3

O-test

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Introduction

Reverse 1

Reverse 2

Rational powers

Randomised Exam Question

O-test 3

Exam O-test 3

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Key points

Simple functions 1

Integral of x

^{p}Simple functions 2

Simple functions 3

Find the constant

Randomised Exam Question

True or false O-test

O-test 3

Timed O-test

Sequence O-test

Exam O-test 1

Exam O-test 2

Exam O-test

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Mindmap