Popular courses 'Unit 18 further pure 3' at AQA
Unit 18 further pure 3 - Study guides, Revision notes & Summaries
Looking for the best study guides, study notes and summaries about Unit 18 further pure 3? On this page you'll find 22 study documents about Unit 18 further pure 3.
Summary
Summations methods of differences
A guide how tackle method of differences questions on summations, with examples and how to form partial fractions AS further maths
georgedyer
Summary
Modulus-Argument calculations
PopularAn in depth guide to understand complex numbers, specifically modulus-argument calculations, providing examples and questions. Also mentioning on multiplication and division using the complex form
georgedyer
Package deal
Further Maths Summation Summary Pack (AS)
3 documents explaining how to use summations and apply them to questions, explaining methods of differences with an example and demonstrating proof by induction on harder summation questions, using the summation formulas.
georgedyer
Package deal
Summary pack of proof, summations and complex numbers (AS)
10 Documents explaining complex numbers, and sub sections such as argand diagrams, modulus argument calculations and roots of polynomials. Also explaining summations using formulas how to use them in equations, proof by induction on summations and divisibility. Matrices included focussing on invariant points and determinants. AS further math.
georgedyer
Package deal
Complex number summary pack (AS)
Documents which outline all the big aspects of complex numbers. These include complex number calculation, modulus argument calculations, multiplication, division, argand diagrams, square roots, roots of polynomial equations for quadratics and cubics and quartics, all with examples.
georgedyer
Summary
Complex number argand diagrams
A guide of the basics of argand diagrams, then developing into adding complex numbers and graphing them, providing support on the arguments and modulus of complex numbers and graphing them on an argand diagram, providing examples and answers
georgedyer
Summary
Complex numbers, conjugates and square roots
An in depth guide on the basics of complex numbers, including the conjugates and square roots, helping you to learn the basics of complex for further studies, lots of examples and worked through questions
georgedyer
Summary
Complex roots of polynomials
An in depth guide on how to solve and find the complex roots of quadratics, cubics and quartics with provided examples. Also brushing on polynomial division
georgedyer
Summary
Matrices - invariant points and determinants
A guide how to work with matrices, focussing on determinants and invariant points and inverse determinants with examples to help
georgedyer
Summary
Relationship between coefficients of polynomial equations
A guide how to work out the link between coefficients of polynomials in quadratics, cubics and quart is, providing examples AS further maths
georgedyer
Summary
Using summations and sums of series
A guide of how to work out tricky questions involving summations with an example
georgedyer
Summary
Proof by induction on summations
A guide of proof by induction on sums or series and summations, including examples and worked through exam questions at the end
georgedyer
Summary
Proof by induction by divisibility
This document covers the core principles of mathematical proof by induction with a specific focus on divisibility. It outlines the steps of the induction method and applies them to divisibility problems commonly found in introductory university mathematics and further maths
georgedyer