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Maths a level edexcel - pure year 2 - series and sequences - arithmetic sequences with key equations, proof and explain actions - nth term of an arithmetic sequence and how to sum up an arithmetic sequence 

Explore the fundamentals of arithmetic sequences with key equations and proofs. This resource covers the nth term formula, common difference, and the sum of an arithmetic series, providing clear explanations and examples for A-Level Mathematics (Edexcel). Ideal for active recall and revision.

Understanding Arithmetic Sequences

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Revision notes with examples on arithmetic and geometric sequences

Explore the fundamentals of arithmetic and geometric sequences with clear examples. This summary covers key concepts such as common difference and common ratio, providing essential insights for mastering sequence patterns in mathematics.

Arithmetic & Geometric Sequences

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How to find nth term | examples & tutorial 

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Common Difference

Explore the concept of nth term sequences with detailed examples and step-by-step explanations. This resource covers how to derive nth terms from given sequences, including practical examples for Year 7 to 9 students. Ideal for enhancing your understanding of algebraic sequences and preparing for exams.

Nth Term Sequences Explained

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Nth term sequences and Quadratic sequences 

Explore the fundamentals of quadratic sequences and how to determine the nth term. This summary covers key concepts such as arithmetic sequences, polynomials, and the relationship between terms and variables, providing clear examples and methods for solving quadratic equations.

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Nth term

Kit Stabler

Explore the methods to determine the nth term of mathematical sequences, including polynomials and quadratics. This summary covers key concepts such as first and second differences, explicit formulas, and practical examples to enhance your understanding. Ideal for students studying mathematical sequences.

Finding nth Terms

The nth Term

Saarah

Explanation of different types of sequences and how to find the nth term from linear and quadratic sequences.

Explore the fundamentals of mathematical sequences, including arithmetic, geometric, Fibonacci, square, and triangular sequences. Learn how to derive the nth term for both linear and quadratic sequences with clear examples and formulas. This summary is essential for mastering sequence concepts in mathematics.

Understanding Sequences

explanation of different types of sequences and how to find the nth term from linear and quadratic sequences.

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nth term

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This revision sheet is all you need to understand Geometric Sequences!

Master the concepts of geometric sequences and series with this comprehensive revision sheet. Learn how to find the common ratio, calculate terms, and sum series effectively. Ideal for A Level students preparing for exams.

Geometric Sequences Explained

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notes for higher maths on recurrence relations word problems 

Explore key concepts of recurrence relations through practical word problems, including drug dosage calculations and loan repayments. This summary covers recursive formulas, compound interest, and exponential decay, providing essential insights for higher mathematics students.

Recurrence Relations Explained

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Study notes to help you solve any question asking to turn a recurring decimal to a fraction! I recommend ysing corbett maths for practise questions. Please message me for any maths or physics notes/flashcards and I can make them! Happy revising! :)

Master the process of converting recurring decimals to fractions with this step-by-step guide. This resource covers essential techniques, including setting up equations and simplifying results, tailored for GCSE Maths Foundation and Higher students. Ideal for exam preparation and practice.

Converting Recurring Decimals

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