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Explore key concepts in GCSE Maths with this comprehensive summary covering inequalities, circle theorems, trigonometry, and 3D shapes. Ideal for exam preparation, this resource includes essential formulas, theorems, and problem-solving techniques to enhance your understanding and performance in mathematics.

GCSE Maths Inequalities & Geometry

Mind map

Nila Heartin

GCSE Maths Mindmap

Contains most of my work for the 31 Topic Number section.

Explore key concepts in the Number section of the AQA GCSE Maths curriculum, including laws of indices, direct proportion, reverse percentages, and more. This comprehensive summary covers essential arithmetic operations, properties of exponents, and practical applications of percentage calculations. Ideal for exam preparation and understanding foundational mathematical principles.

GCSE Maths: Number Concepts

Revision note

Max Taylor

AQA GCSE Maths 31. Number Topic

A revision sheet for indices at N5 (GCSE) level including worked examples :)

This comprehensive revision guide covers essential exponent properties, including basic, negative, and fractional powers. It features clear explanations and worked examples to help you simplify expressions and evaluate exponents effectively. Ideal for National 5 Maths students preparing for exams.

Mastering Indices Rules

Hannah Murdoch

Indices - National 5 Maths Revision

Explore essential GCSE Maths concepts including quadratic equations, statistical measures, trigonometric functions, and volume formulas. This comprehensive summary covers topics like the quadratic formula, simultaneous equations, and graphing methods, providing students with a clear understanding of key mathematical principles. Ideal for exam preparation and revision.

GCSE Maths Key Concepts

Tallula Walker

GCSE Maths Pearson Edexcel notes

Notes on Surds and Indicies (with some additional notes /info on Rational and irrational numbers along with Recurring decimal conversions) for GCSE Maths

Explore the concepts of surds, indices, and the distinction between rational and irrational numbers. This comprehensive guide includes methods for converting recurring decimals and rationalizing surds, tailored for GCSE Maths students. Enhance your understanding of rational exponents and the laws of indices with clear examples and explanations.

Multiplying and dividing surds

5 best study notes in Multiplying and dividing surds