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Explore the Factor Theorem in depth, focusing on its application in polynomial factorization. This study note covers key concepts such as identifying factors, using the Remainder Theorem, and solving polynomial equations. Ideal for A-level maths students looking to master polynomial functions and their roots.

Understanding Factor Theorem

Exam Practice

Joseph

Factor Theorem

Edexcel A Level Maths simultaneous equations questions

Explore key techniques for solving simultaneous equations, including quadratic equations and linear systems. This resource covers various methods, such as substitution and elimination, with detailed examples and solutions. Ideal for Edexcel A Level Maths students preparing for exams.

Solving Simultaneous Equations

Safwan Master

Simultaneous Equations Questions

Edexcel A-Level Maths inequalities questions

Explore a comprehensive set of Edexcel A-Level Maths inequalities problems, including compound inequalities, linear inequalities, and multi-step solutions. This resource provides detailed examples and solutions to enhance your understanding of solving inequalities and graphing techniques.

Advanced Inequalities Practice

Inequalities Questions

Explore the three main types of mathematical proofs: Proof by Exhaustion, Proof by Contradiction, and Proof by Deduction. This summary includes examples related to prime numbers, square numbers, and geometric proofs, providing a clear understanding of logical reasoning in mathematics.

Types of Mathematical Proofs

Revision note

Yusra

As pure edexcel proof

The first three chapters of A-Level maths Year 1!

jayne

AS Level Maths: Chapters 1, 2, and 3

Worked solutions to part A and B of the 2019 higher maths paper 2 differentiation optimisation question. Part A can be tricky at first and there is a lot of work to do for just 3 marks but I have tried my best to break it down and explain it.

Explore the detailed solution for optimizing the surface area of a cuboid box with a tunnel, as presented in the SQA Higher Mathematics 2019 exam. This study note covers the derivation of the surface area formula, the application of differentiation to find minimum values, and step-by-step explanations for both parts A and B of the question. Ideal for students preparing for optimization problems in mathematics.

Surface Area Optimization

may 101x

AP Calculus AB/BC

SQA HIGHER Mathematics 2019 P2 Q11 (OPTIMISATION question)

ignore the rough start but these notes have helped me get an A* Prediction

Explore essential mathematical concepts including polynomial theorems, logarithmic properties, trigonometric functions, and integration techniques. This resource covers everything from solving inequalities to understanding exponential functions, providing a solid foundation for A-level mathematics. Ideal for students aiming for top grades.

Quadratics

7 best study notes in Quadratics