
Equating bases and solving for Laws of Indices, in a fully resourced secondary maths teaching pack. Part 4 of a 5 part unit. With atomisation, explicit instruction, cognitive load shaping, variation theory, deliberate aided and un-aided exam style practice, and schema-aware progression.
This unit systematically teaches and integrates conceptual and mastery type learning based on a consistent approach of re-expressing with a prime base.
By holding core features constant while introducing small, intelligent variations, this unit guides students from basic fluency up to higher-tier GCSE multi-step algebraic proofs.
What Is Included in This Pack?
1. Lesson Slides.pptx
Comprehensive classroom presentation containing pre-made diagnostic multiple-choice questions for mini-whiteboards, step-by-step teacher modeling blocks, and intelligent variation expansion sequences. Designed specifically to be mini-whiteboard and visualiser ready.
2. Worksheet.docx
An atomised 25-question progression sheet that systematically builds procedural fluency by interleaving and gradually building complexity to ensure fluency. Includes a dedicated Live Marking Key for rapid, in-lesson feedback.
3. Exam Style Questions.docx
A targeted assessment paper featuring formal GCSE-style questions adapted from recent exam series. Covers foundation baselines up to complex multi-step fractional indices and non-routine algebraic proofs. Complete with a mark scheme mapping out method (M1), accuracy (A1), and independent (B1) marks.
4. Lesson Guide.docx
A detailed pedagogical handbook mapping out clear delivery strategies, breakdown timings for 60 and 75-minute lessons, anticipated student misconceptions, and explicit metacognitive teacher scripts.
BONUS Tarsia
Editable and PDF formats supplied.
BONUS BONUS Tarsia
A single Tarsia which covers all the Laws of Indices Content
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