Quadratic Coordinate Geometry Function Circular Measure Trigonometry Differentiation Integration Series and Binomial Expansion

A complete set of PowerPoint resources specifically aimed at the (Edexcel) Mathematics IAL (2018) course but also suitable for the IB Diploma. The files contain fully editable teaching / revision notes, examples, animations and hyperlinks to facilitate navigation. Try the free sample before you buy: https://www.tes.com/teaching-resource/resource-11976135 Topics covered are proof, algebra and functions, coordinate geometry, binomial expansion, differentiation, integration, vectors. Files are updated on a regular basis and feedback is welcome. Follow me on Twitter and Pinterest @hatchtag73.

In this PowerPoint, we begin by introducing the new set of formulae involving the 3 “new” trigonometric functions: secant, cosecant and cotangent. We explore the formulas for the addition/subtraction of two angles as well as formulas for the “double angle”. Additionally, we also study how to express certain algebraic expressions containing trigonometric functions in a way which facilitates important calculations related. Afterwards, we investigate the process of differentiating and integrating trigonometric functions, by exploring different scenarios and appropriate algebraic techniques. For each case, there are worked examples, guided steps and clear explanations. In the last section, we explore different examples of worked exam-style questions, where all steps are clear and detailed. Hopefully, this resource can help students in their preparation for examinations and can also be used as a complementary teaching tool, when delivering these topics.

A lesson recapping on the basic parts of complex numbers like modulus argument form. Looks at exponential form of complex numbers. Full worked examples are present on the Powerpoint but just below the display in case you want to go through these in class. Updated to include De Moivre’s theorem.

Advanced Higher Maths 135 slide Powerpoint Proofs Hyperlinked contents page Full workings come up line by line on click. Topics: Notation and number sets Direct Proof Divisibility Geometry Inequalities Odd and even numbers Rational numbers Series Trigonometry Proof by Counterexample Absolute values Divisibility Exponentials Inequalities Integrals Linear Equations Prime Numbers Radicals Recurrence Relations Trigonometry Proof by Contrapositive Inequalities Odd and Even numbers Rational Numbers Indirect Proof / Proof by Contradiction Geometry Inequalities Odd and even numbers Prime Numbers Rational Numbers Proof by Induction Exponentials Factorials Fibonacci Inequalities Matrices Recurrence relations Series and Sigma Notation De Moivre’s Theorem

This contains a complete set of 250 flahscards covering Pure, Decision and Stats modules. Made using @https://apps.ankiweb.net/

This slideshow is 26 slides long and is on Vectors (without any focus on the Mechanics side), it can be used to teach your students, from scratch, and covers a series of lessons containing examples, exercise questions, helpful facts and notes designed to help students learn more independently. This resource could be used by teachers or by students and is written to prepare students to sit WJEC exams but the skills are applicable to all exam boards. The topics covered are Introduction to vectors and notation Finding the magnitude and direction of a vector Finding a unit vector parallel to a given vector Finding resultant vectors, multiplying vectors by scalars and understanding position vectors Finding the position vector of a point that splits a line in a given ratio Finding the angle between a vector and the x or y axis

In this PowerPoint, we introduce the Binomial theorem as part of the syllabus for Pure Mathematics (AS Level). In the first section, there are mentions to specific details to use the formula correctly as well as different approaches to calculate the coefficient for a specific power of the variable. In the last section, we explore different examples of worked exam-style questions, where all steps are clear and detailed. Hopefully, this resource can assist students when preparing for their examinations but also as a complementary teaching tool.

A complete set of PowerPoint resources specifically aimed at the (Edexcel) Mathematics IAL (2018) course but also suitable for the IB Diploma. The files contain fully editable teaching / revision notes, examples, animations and hyperlinks to facilitate navigation. Try the free sample before you buy: https://www.tes.com/teaching-resource/resource-11976127 Files are updated on a regular basis and feedback is welcome. Topics covered are algebra and functions, trigonometry, exponentials and logarithms, differentiation, integration, numerical methods. Follow me on Twitter and Pinterest @hatchtag73.

Erica makes mistakes; lots of mistakes. You have her homework on every topic covered in the first year of her A level mathematics course where she consistently makes mistakes. Your job, or more accurately, the students in your classes’ job is to correct Erica’s errors and explain where she’s gone wrong so that she doesn’t make the same mistakes again. These have gone down well in my classes and really encourage discussion about the mathematics and should embed a deeper understanding.

These tests are also now available on Kahoot and cover Pure, Statistics and Mechanics. Please see this listing https://www.tes.com/teaching-resource/resource-12474881 I’ve updated the resource I made before and mapped it to the new specification and chapter list from the Pearson text book. These are short multiple choice tests for a quick assessment. Students should be able to answer almost all mentally. Any errors, please let me know.

In this PowerPoint, we explore the topic of “Vectors”. It consists of an initial section where we go over what was learned previously, during Pure Mathematics (A2 level). Afterwards, we explore additional features of the “Further Pure Mathematics course, such as the vector product between 2 vectors as well as the vector equation and the Cartesian equations of a plane. We also introduce extra formulas for the distance between a point and a line or a point and a plane or even between 2 skew lines, amongst other. As in previous similar resources, we include, not one but 2 sections of examples of solved exam style questions. The intention is emphasizing the relation between the algebraic and geometric techniques used for A2 – Pure Mathematics and the new set of formulae available in the course of Further Pure Mathematics. As before, these examples will explore: • Possible intersections between lines and planes • Angles between lines and planes • Distances between points, lines and planes In each example, we can find detailed explanations complemented with key diagrams and tips for similar cases. Hopefully, this resource can help students when revising for their examinations as well as teachers, who can use it a complement to their explanations in lessons.

Erica is struggling with many aspects of the A level mathematics course and needs help from your students. What you have here is 17 of her homeworks, each with mistakes in solutions which your students need to find, correct and explain where Erica has gone wrong. These are purely designed to generate discussion and to allow students to demonstrate their understanding, whilst also allowing them to show their own methods of solving problems. These are all based upon the new A level curriculum.

Slides containing notes and exercise questions, answers and worked solutions for CIE 9709/P2 exam questions involving Trigonometry Pure 2 CIE 9709 Maths Syllabus.

Slides containing, entire CIE 9709/Pure 1 chapter and sub chapters. Exercises and answers to the exercises with some worked solutions.

Knowledge organisers to follow Y1 pure of the Edexcel Specification Each chapter summarised onto one page Please feel free to use. Any feedback appreciated.

** International A Level Pure Mathematics 4 Learning Objectives Resource** This resource consists of seven PDF files, each corresponding to a chapter in the International A Level Pure Mathematics 4 book. Tailored for both students and teachers, the tables within these files serve as an essential organizational tool. Aligned with the textbook’s chapters, they offer a clear overview of the** learning objectives**, facilitating effective tracking of classroom progress. A distinctive feature is the inclusion of a self-assessment column for each objective, encouraging students to evaluate their understanding. This not only fosters a sense of responsibility but also aids in identifying strengths and areas for improvement. Ideal for streamlined organization and student self-reflection, this resource enhances the learning experience for both educators and learners, promoting engagement and progress monitoring. L.O. tables : Proof Partial fractions coordinate geometry in the (x,y) plane Binomial expansion Differentiation Integration Vectors