Year 7 consists mainly of three sections: number, shape and data handling. This PowerPoint includes everything you need to teach this unit for up to 6 weeks! This topic covers a variety of skills essential for the year 7 syllabus, and is suitable and differentiated for everyone; for mainstream students and SEN students. Including key words, plenaries and learning objectives, this module covers: congruency and enlargements symmetry reflection rotation translations and transformations

I have made nineteen different lessons of the nineteen different topics which are covered under Pearson’s Edexcel GCSE Mathematics Higher. These lessons include: title date starter activities warm up/ recall questions learning goals key words contents points to note worked examples and guides With these slides, anyone can walk into a lesson and teach what needs to be taught without having to worry about planning out content. The first topic is number, which looks at: Number problems and reasoning Place value and estimating HCF and LCM Calculating with powers (indices) Zero, negative and fractional indices Powers of 10 and standard form Surds

This PowerPoint includes everything you need to teach this unit for up to 3 weeks! This topic covers a variety of skills essential for the year 8 syllabus, and is suitable and differentiated for everyone; for mainstream students and SEN students. Including key words, plenaries and learning objectives, this module covers: Interpreting conversion graphs Constructing conversion graphs Interpreting line graphs Constructing line graphs and frequency polygons Interpreting distance-time graphs Constructing distance-time graphs Looking into curved graphs briefly. Influenced by other TES users (credited inside), Pearsons Maths Progress core 2 and Corbett Maths (credited)

Since the introduction of Functional Skills exams as an alternative to typical GCSE, the resources for the curriculum have been scarce or vague…Until now! With several hours of work and through the help of governmental and Pearson specifications, I have created a lesson PowerPoint containing everything that needs to be covered and understood for functional skills maths level 1 in Number. This has also been used for my lower and higher ability students also students also, as work is all differentiated, with learning goals and RAG differentiation put in place. RED questions are aimed at Entry Level 3, AMBER aimed at FS1, GREEN aimed at FS2. Working at an ASD school, this lesson bulk is perfect for both mainstream and SEN Special Educational Needs teaching and will carry you for up to 4 months! This also includes past exam questions and answers for the end of each subtopic from the relevant exams Sources can be accredited and taken from a wide range of resources and websites for the mathematics curriculum. There are aspects of the slides I haven’t made myself This lesson powerpoint includes all the content for the Functional Skills Maths level 1 syllabus of number. Functional skills from Pearson is broken down into three main topics: Number, Shapes and Measures and Data. This resource contains only the Functional Skills level 1 data topic. Please search my ‘Functional Skills Level 1 Maths Bundle’ for the whole curriculum This powerpoint includes: frequency tables bar charts pie charts grouped data mean and range probability Some resources are gathered from other tes users, or have hyperlinks of external sight resources for worksheets, which I believe best tie in with the content

Year 9 consists mainly of three sections: number, shape and data handling. This PowerPoint includes everything you need to teach this unit for up to 6 weeks! This topic covers a variety of skills essential for the year 7 syllabus, and is suitable and differentiated for everyone; for mainstream students and SEN students. Including key words, plenaries and learning objectives, this module covers: • identify mutually exclusive outcomes and events • work out the probabilities of mutually exclusive outcomes and events • calculate estimates of probability from experiments • decide whether a dice or spinner is unbiased • list all the possible outcomes of one or two events in a sample space diagram • decide if a game is fair • show all the possible outcomes of two events in a two • calculate probabilities from two • draw Venn diagrams • calculate probabilities from Venn diagrams