Teach GCSE Maths Volume 1: Shape, Space and Measures: Single User Licence
Whiteboard or data projector animated presentations for GCSE Mathematics.
- All the topics in the 2 tiers, Foundation and Higher, for Shape, Space
and Measures, are covered.
- Theory and worked examples are included.
- There are introductory exercises with solutions.
- You control the pace so that students have time to think, ask and answer
- Extensive use is made of graphs and illustrations to explain and enliven
- Summaries are given suitable for note-taking.
- It is easy to see the
content and level of each presentation and easy to navigate around with
links from the contents.
- Written by an experienced GCSE teacher and examiner.
- Good mathematical
practice is followed throughout.
- 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).
Designed for whole class teaching and revision of GCSE Shape, Space and
Measure. There are 113 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 38 higher.
Angles; Lines; Parallel Lines and Angles; Bearings; Types of Triangles;
Exterior Angle of a Triangle; Proofs of Triangle Properties; Perimeters;
Area of a Rectangle; Congruent Shapes; Congruent Triangles; Constructing
Triangles; Bisectors; Perpendiculars; Internal Angles; External Angles; Parallelograms;
Angle Proof for Parallelograms; Trapezia; Allied Angles; Kites; Tesselations;
Lines of Symmetry; Rotational Symmetry; Identifying Quadrilaterals; Coordinates;
Reading Scales; Scales and Maps; Midpoint of AB; Area of Parallelogram; Area
of a Triangle; Area of a Trapezium; Area of a Kite; More Complicated Areas;
Angles of Polygons; Regular Polygons; Metric Units; Miles and KM; Feet and
Metres; Pints, Gallons, Litres; Pounds and Kilograms; Accuracy in Measurements;
Speed; Density; Pythagoras’ Theorem; More Perimeters; Length of AB;
3D Coordinates; Volume of a Cuboid and Isometric Drawing; Nets of a Cuboid
and Cylinder; Plan and Elevation; Symmetry of Solids; More Nets; Volumes
of Prisms; Dimensions; Surface Area of a Cuboid; Surface Area of a Prism
and Cylinder; Reflections; More Reflections; Even More Reflections; Enlargements;
More Enlargements; Similar Shapes; Effect of Enlargements; Rotations; Translations;
Mixed and Combined Transformations; Circle Words; Circle Circumference; Circle
Area; Loci; Angles and Parallel Lines; Bearings; Proof of Triangle Properties;
Bisectors; Perpendiculars; Even More Constructions; Angle Proof for Parallelograms;
Allied Angles; Identifying Quadrilaterals; Midpoint of AB; Area of a Parallelogram;
Volumes - uniform cross sections; Dimensions; Surface Area - prism and cylinder;
Harder Volumes; Volumes and Surface Areas of Pyramids and Cones; Volume and
Surface Area of a Sphere; Areas of Similar Shapes and Volumes of Similar
Solids; Mixed and Combined Transformations; Negative Enlargements; Congruent
Triangles; Using Congruence; Similar Triangles - proof, finding sides; Sin
x; Inverse Sines; Cos x and Tax x; Solving Problems using Trig; Sin Rule;
Cosine Rule; Vectors; Circumference; Area; Chords and Tangents; Angle in
a Segment, Semi-circle and Cyclic Quadrilateral; Alternate Segment Theorem;
Arc Length and Area of Sectors; Loci, Right Angled Triangles in 3D, Sine
and Cosine Rules in 3D, Stretching Trig Graphs.