Sketching Quadratic Graphs from an EquationQuick View
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Sketching Quadratic Graphs from an Equation

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Unit 15.3 - Graphs of Quadratic Functions - Higher - thenatsalisbury Worksheet that practices 1. Factorising and Solving to find roots 2. Identifying the Intercept 3. Completing the Square to find the Turning Point 4. Deciding whether it is a Minimum or Maximum. All set out in an easy to read worksheet. Also included are parts of graphs to allow students to use this information to sketch the graph and a Screen grab of what I showed to my students in a PowerPoint that explains what to do. If you want the PowerPoint please don't hesitate to contact me on natsalisbury@hotmail.com Based on Unit 15 from the Pearson/Edexcel NEW GCSE 2015
Quiz of the Year 2017Quick View
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Quiz of the Year 2017

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Topical Quiz of the Year with 4 rounds lasting about an hour: 1. In the News 2. Real or No-Real 3. Music Round (with sound file embedded for easy playback) 4. Observation round (with link to youtube) Answer Sheet Included
GCSE 9-1 Foundation Maths PlacematQuick View
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GCSE 9-1 Foundation Maths Placemat

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GCSE 9-1 Foundation Maths Revision Placemat for all those key topics that students ought to know but easily forget. Set out in an easy to read and follow format: TOPIC - HINTS- EXAMPLE Also included is a placemat with colours better suited to students who may struggle to differentiate between green and red. Also included is a placemat that can be printed that just has topic titles for the students to create their own revision placemat or to test these core skills. Specific questions to test these key skills are coming so watch this space. Also, I am planning to create a placemat to cover the whole syllabus. If more people are interested and you like this resource please review and I can put a rush on that and potentially a HIGHER one as well. As all maths teachers teach topics differently I am more than happy if you want to contact me and discuss how it could be tailored to meet your needs or if you would like to include different topics. (natsalisbury@hotmail.com)