“I use the teach A-level maths powerpoint presentations regularly and find them very useful.”- Neil Egerton

“I, and my students would like to pass on our congratulations”- Eric O’Neill

“The Pure Maths CD is an excellent resource, and used well can really enhance lessons and learning.”- Alan Daykin

Presents all the essentials of A-Level MathsTheory & Worked Examples for 175 topics, in 4 CD volumesIntroductory Exercises with Solutions

Volume 1: AS. Volume 2: A2. Volume 3: Statistics S1.

Designed for whole class teaching of A-Level Maths, and also a useful

revision aid. All the theory required for AQA, Edexcel, OCR and MEI/OCR is

covered. The contents list indicates which module each presentation fits into.

The material works best if the students sit in pairs to share ideas with their

partners as the theory is developed. The slides indicate with clip art images

when it is useful to take notes, use a calculator to check a calculation, or do

an exercise. At the end of each presentation main points are summarised in

black and white form suitable for printing / photocopying.

Whiteboard or data projector animated presentations for C1, C2, C3, C4, S1 and M1 Tailored to each of AQA, Edexcel, OCR and MEI/OCR specificationsYou control the pace so that students have time to think, ask and answer questions Extensive use of graphs and illustrations to explain and enliven theory

Summaries suitable for note taking and for photocopying

Written by an experienced A-Level teacher

Good mathematical practice followed throughout

Mathematical terminology gradually introduced with correct notation

All you need is a Data Projector or Interactive Whiteboard and a computer running Microsoft Powerpoint (Office 2002 or later).

by Christine Crispassisted by Jamie Hopkins

Presentations for Whiteboards and Data Projectors

Other Teach A-Level Maths CD Roms Available

PRICES & LICENCES Each Any 2 Vols Any 3 Volumes All 4 VolumesSingle User £39 + vat £70 + vat £99 + vat £125 + vatSite Licence £150 + vat £270 + vat £399 + vat £525 + vatExtended Site £249 + vat £450 + vat £650 + vat £830 + vat

Introducing Mechanics; Distance and Speed; Displacement and Velocity; Acceleration and Graphs; Vectors for Mechanics; Equations of Motion for Constant Acceleration; Vertical Motion under Gravity; Bearings; Displacement and Velocity using Unit Vectors; Relative Velocity in 1-D (MEI); Resultant Velocity (AQA); Momentum and Collisions; 2-dimensional Collisions (AQA); Impulse in Collisions (Edexcel); The Resultant of 2 Forces; Components of a Force; The Resultant of Forces by Resolving; Equilibrium; Force Diagrams and Newton’s 1st Law; Bodies in Equilibrium; Newton’s 2nd Law; The Coefficient of Friction (1); The Coefficient of Friction (2); Connected Particles and Newton’s 3rd Law; Connected Particles (2); Projectiles (1) (AQA and MEI); Projectiles (2) (AQA and MEI); Moment of a Force (Edexcel); Motion using Calculus (MEI and OCR).

Each topic is revealed stage by stage across several screen pages, including animated calcula-tions, hints, tips, explanations, theory, worked examples and summaries.

Volume 4 - Mechanics M1

Reveal each line or stage with each click to build up the full picture with animations!

by Christine Crispassisted by Jamie Hopkins

Presentations for Whiteboards and Data Projectors

Volume 1: Shape, Space and Measures

Volume 2: Data Handling

PRICES & LICENCES

Each Both VolsSingle User £39 + vat £70 + vat Site Licence £150 + vat £270 + vat Extended Site £249 + vat £450 + vat

114 High Street, Belmont Village, Bolton, Lancashire, BL7 8ALTel 01204 811001, Fax 01204 811008,

info@chartwellyorke.com, www.chartwellyorke.com

The second volume of “Teach GCSE Maths” covers all the work for the assessment objective “Handling Data” at both Foundation and Higher tiers. As with volume 1, the presentations contain theory, examples and introductory exercises using many animated diagrams. Each page is revealed in stages so that students have plenty of time to ask and answer questions. In many cases real data has been used, including that related to weather, health, money, land use and a variety of other applications.

File TitlesThree Ms and Range; More about the three Ms; Frequencies and the Mean; Grouped Data and the Mean; Discrete and Continuous Data; Pictograms, Bar Charts and Line Graphs; Reading Pie Charts; Drawing Pie Charts; Reading Stem and Leaf Diagrams; Drawing Stem and Leaf Diagrams; Frequency Diagrams; Histograms: Equal Class Widths; Scatter Graphs; Introduction to Probability; Probability: Theory and Experiment; Sample Spaces; Two-way Tables; Index Numbers; Census and Sampling;Cumulative Frequencies and Diagrams; Using a Cumulative Frequency Diagram; Box Plots; Histograms: Unequal Class Width; Time Series and Moving Average; Probability and 2 Events; Tree Diagrams; Sampling Methods

CONTENTSFoundation: Angles; Lines, Parallel and Perpendicular; Triangles and their Angles; Exterior Angle of a Triangle; Perimeters; Area of a Rectangle; Congruent Shapes; Congruent Triangles; Constructing Triangles SSS; Constructing Triangles AAS; Constructing Triangles SAS, RHS; Quadrilaterals – Interior Angles; Quadrilaterals – Exterior Angles; Parallelograms; Trapezia; Kites; Tessellations; Lines of Symmetry; Rotational Symmetry; Coordinates; Reading Scales; Scales and Maps; Metric Units; Circle Words; Volume of a Cuboid and Isometric Drawing; Nets of Cuboid and Cylinder; Surface Area of a Cuboid; Reflections; Enlargements; Similar Shapes.Overlap: Parallel Lines and Angles; Bearings; Proofs of Triangle Properties; More Constructions - Bisectors; More Constructions - Per-pendiculars; Angle Proof for Parallelograms; Allied Angles; Identifying Quadrilaterals; Midpoint of AB; Area of a Parallelogram; Area of a Triangle; Area of a Trapezium; Area of a Kite; More Complicated Areas; Angles of Polygons; Regular Polygons; More Tessellations; Finding Angles, Revision; Miles and Km; Feet and Metres; Pints, Gallons and Litres; Pounds and Kilograms; Accuracy in Measurements; Speed; Density; Pythagoras’ Theorem; More Perimeters; Length of AB; Circles - Circumference; Circles - Area; Loci; 3-D Coordinates; Plan and Elevation; Symmetry of Solids; Nets of Prisms and Pyramids; Volumes of Prisms; Dimensions; Surface Area of a Prism and Cylinder; More Reflections; Even More Reflections; More Enlargements; Effect of Enlargements; Rotations; Translations; Mixed and Combined Transformations. Higher: Even More Constructions; More Accuracy in Measurements; Proving Congruent Triangles; Using Congruence 1; Using Congruence 2; Similar Triangles – Proof; Similar Triangles – Finding Sides; Chords and Tangents; Angle in a Segment; Angle in a Semicircle, Cyclic Quadrilateral; Alternate Segment Theorem; More Loci; More Plans and Elevations; More Combined Transformations; Negative Enlargements; Right Angled Triangles – Sin x; Inverse Sines; Cos x and Tan x; Solving Problems Using Trig 1; Solving Problems Using Trig 2; The Graph of Sin x; The Graphs of Cos x and Tan x; Solving Trig Equations; The Sine Rule; The Sine Rule – Ambiguous Case; The Cosine Rule; Trig and Area of a Triangle; Arc Length and Area of Sectors; Harder Volumes; Volumes and Surface Areas of Pyramids and Cones; Volume and Surface Area of a Sphere; Areas of Similar Shapes, Volumes of Similar Solids; Vectors 1; Vectors 2; Vectors 3; Right Angles Triangles in 3-D; Sine and Cosine Rules in 3-D; Stretching Trig Graphs.

There are 112 files: 30 foundation/basic, 45 overlap (covering the work likely to be examined with questions graded C or D so needed at both foundation and higher levels) and 37 higher.

These exemplary presentations are ideal tools for those teaching GCSE Mathematics. They cover all the theory and, in addition, provide worked examples, summaries and introductory exercises to test students’ understand-ing - with solutions. Whilst aimed principally at whole class teaching, they can be used by individual students or small groups to help them when they have missed work or when they are revising.

Test, diagrams and examples are animated to explain and enliven the work and teachers can control the speed at which the presentations run and pause whenever they wish.• Coverage from Foundation to Higher• Richly illustrated to explain and enliven theory• Summaries are given suitable for note-taking and for photocopying• Written by an experienced GCSE teacher and examiner• Good mathematical practice is followed throughout• Easy to see the content and level of each presentation• Easy to navigate around (with links to related topics and higher/lower levels, in addition to links from the contents)• Mathematical terminology is gradually introduced and correct notation is used

All you need is a Data Projector or Interactive Whiteboard and a computer running Microsoft Powerpoint (Office 2002 or later).