pptx, 1.17 MB
pptx, 1.17 MB

Build confidence in plotting quadratic graphs with this editable 120-slide Year 9 maths PowerPoint. Pupils move from accurate substitution and value tables to smooth curves, turning points and symmetry, with substantial practice and worked graphical answers throughout.

An 18-graph practice page and a one-page differentiated task give teachers ready-to-use options for independent work. Enlarged examples and additional activities make it easy to adjust the pace and level of support.

WHY CHOOSE THIS LESSON?

• Six paired modelling examples cover quadratics with constant terms, linear terms, negative coefficients and a fractional coefficient. A compact overview leaves room for teacher working, followed by enlarged questions, substitution steps, completed tables and plotted solutions.
• An 18-graph practice page groups related functions on shared grids. Pupils compare changes to the constant, the coefficient of x² and the linear term, helping them connect an equation to the shape and position of its graph.
• One-page differentiation includes six Developing, four Secure and three Greater Depth questions, plus a Super Challenge. Greater Depth moves beyond routine plotting to missing coefficients and explaining why a graph has no x-intercepts.
• Twenty mini-whiteboard checks use short calculations, coordinates, explanations and graph choices. Every question is immediately followed by its answer.
• Clearly labelled axes, readable grids and half-unit subdivisions where needed support accurate plotting. Worked graphs and value tables make checking and feedback straightforward.

TOPICS COVERED

Substituting positive and negative x-values; distinguishing (−3)² from −3²; completing value tables; plotting smooth quadratic curves; identifying maxima and minima; using symmetry; finding y-intercepts; and reasoning about missing coefficients and x-intercepts.

ALSO INCLUDED

Six retrieval questions and answers; six prerequisite checks and answers; four further examples; ten additional plotting activities with answers; a dedicated misconception check; a six-mark exam-style question with worked answer and mark allocation; and three short exit checks with answers.

The Super Challenge applies a quadratic graph to an object’s height, asking pupils to find its maximum height, landing time, time above a given height and the meaningful time interval. The complete solution appears on one slide.

YOUR DOWNLOAD

One editable PowerPoint containing the lesson, activities, graphs and answers. Select the tasks that suit your class, adapt the content and teach at your own pace.

Created by Beyond Printables for Year 9, Unit 18, U989: Plotting Graphs of Quadratic Functions.

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