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GCSE Graphs of Equations and Functions Revision

We’re revolutionising GCSE revision for your child. With an EdPlace account, you’ll have access to Maths foundation and higher content, English Literature, English Language and Single and Combined Science - all in one place. Our mission is to provide you and your child with the tools you need for them to build a foundation which sets them up for life, whatever they’re dreams and ambitions. Track and measure your child's exam readiness and build their confidence so they're more than ready to show their skills come test day!




EXAM BOARD
TOPIC

Activity

Apply Horizontal Translations to a Graph Using y = f(x + a)

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Interpret the Gradient and Intercept of a Straight Line

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Apply Transformations to a Graph Using y = af(x)

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Apply Transformations to a Graph Using y = -f(x) and y = f(-x)

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Apply Transformations to a Graph Using y = f(ax)

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Apply Vertical Translations to Graphs Using y = f(x) ± a

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Estimate the Gradient of a Curve

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Find Approximate Solutions to Quadratics Using a Graph

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Find Perpendicular Lines

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Find the Area Under a Curve

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Find the Equation of a Line

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Find the Equation of a Straight Line

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Find the Gradient Between Two Points

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Find the Midpoint

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Identify and Interpret the Significant Points of a Quadratic Graph

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Identify Parallel Lines

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Identify Transformations with Trigonometric Graphs

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Interpret Distance-Time Graphs

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Interpret Real Life Exponential Graphs

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Interpret Real Life Reciprocal Graphs

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Interpret Speed-Time Graphs

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Plot Quadratic Graphs

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Recognise and Interpret Quadratic Graphs

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Recognise and Interpret Simple Cubic and Reciprocal Graphs

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Recognise and Interpret Simple Exponential Graphs

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Recognise and Interpret the Cosine Graph

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Recognise and Interpret the Sine Graph

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Recognise and Interpret the Tangent Graph

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Recognise Horizontal and Vertical Lines Using x and y Coordinates

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Sketch Quadratics From Their Functions

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Understand Conversion Graphs

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Use Algebra to Identify the Roots of a Quadratic

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Use Algebra to Identify the Turning Point of a Quadratic

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Use the Equation for a Circle

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Use the Equation of a Tangent to a Circle

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Work with Coordinates in Four Quadrants

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Work with Coordinates in One Quadrant

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Revise, learn, practice and test; Graphs of equations and functions, Straight line graphs, Transformations of curves and their equations, Interpreting graphs. Our unique progressive levelling, starts at an introductory level and works your child up to exam-style questions and practice papers. This allows your child to progress at a level that suits them and develop the skills needed overtime; removing exam pressure and building their confidence. Imagine a revision book that matches your child’s schooling, progresses them at the right level, and therefore improves their topic knowledge by 150%...that’s EdPlace! All exam-style questions and practice papers are tailored to exam boards and cover all topics used in the OCR specification.

 

How to ace GCSEs with EdPlace

We know first hand how overwhelming 9-1 GCSEs can be, so we’re here to help clear the waters! The introductory years - often starting as early as year 9 - are all about building comprehension and confidence in each topic, progressing up to exam technique, revision and practice in year 11.

To help you support your child best, all our resources are aligned to exam boards AQA, Pearson Edexcel, OCR and Eduqas. We also focus on progressive leveling, starting at an introductory level and working up to exam-style questions and practice papers - all available at your fingertips in the EdPlace app.

Learn the skills using our resources, practise what you’ve learnt with our exam-style questions and test for exam readiness with our practice papers - success!

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Thousands of GCSE English, maths and science activities

Thousands of English, maths, science GCSE revision activities created by teachers accelerate your child’s learning with our learn, practise and test approach. Our core activities are designed to develop the skills they’re learning in school to build your child’s confidence. With our exam-style questions and practice papers, we’ll then help them revise for exam success and beyond.

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