A complete lesson on differentiating one term at a time, with each new term revealed on its own click so students have time to process it. Each idea is introduced just before the example that uses it: expanding brackets, splitting fractions, writing roots as powers, then “the gradient AT or the gradient IS?” (substitute or solve). Nine worked examples include finding where the gradient is zero, the gradient where a curve meets a line, and an unknown constant. A summary slide brings every rule together before the practice.

Fully animated PowerPoint lesson, ready to teach from or to use for revision. Every worked example is revealed one line at a time, and diagrams and graphs are drawn live, so students see each step as you explain it. Includes learning objectives, a starter, common mistakes, practice with answers, an exam-style question with a full M1/A1 mark scheme, and an exit ticket. All questions are original. Matches the Pearson Edexcel IAL Pure Mathematics 1 textbook. Watch me teach the lessons on YouTube: @mredinemaths.