50 brand new exam style questions with solutions covering all areas of the spec. I’ve called on the common mistakes I have seen during my own teaching to create a resource to highlight those errors in which student often lose marks. 34 questions on Pure Maths, from key algebraic skills to integration. 8 Statistics questions, from standard deviation to hypothesis testing. 8 Mechanics questions, from SUVAT equations to pulley problems. PURE Algebra – Completing the square Algebra – Algebraic fractions Algebra – Indices Coordinate Geometry – Equation of a straight line Algebra – Quadratic simultaneous equations Algebraic Proof – Completing the square Algebra – Quadratic inequalities Algebra – Surds and rationalising the denominator Graph Sketching – Completing the square Algebra – Indices Algebra – Factor Theorem Coordinate Geometry - Circles Algebra – Discriminant Graph Sketching – Cubic equations Binomial expansion Trigonometry – Solving equations Differentiation – Rules of indices Logarithms – Solving equations Trigonometry – Solving equations Differentiation – Tangents & Normals Trigonometry – Sine rule (ambiguous case) Differentiation – First principles Integration – Particular solutions Binomial expansion Vectors Trigonometry – Cosine rule Exponential Equations – Modelling Graph Sketching – Reciprocal functions Differentiation – Stationary points Integration – Find areas Proof by deduction – Expanding brackets Exponential Equations – Solving, natural logs Differentiation – Optimisation Logarithms – Linearisation APPLIED Probability – Venn Diagrams Probability – Tree Diagrams Descriptive Statistics – Coding Descriptive Statistics – Linear interpolation Descriptive Statistics – Standard Deviation Probability – Binomial Distribution Hypothesis Testing – One-tailed Hypothesis Testing – Two-tailed Kinematics – SUVAT equations Kinematics – Velocity/time graphs Dynamics – F=ma and units Kinematics – Calculus Kinematics – Calculus Dynamics – Pulleys Dynamics – Lift problems Kinematics – SUVAT – 2 objects These questions are designed to highlight common misconceptions from the first year of the A Level Maths course. These could be used as starter or plenary questions, used to promote discussion or added in to homework and resource packs to mix things up! Feedback on this resource much appreciated :) I’ll get cracking on writing one for GCSE and A Level Maths year 2!

Binomial expansion covers; Extend the binomial theorem to any rational n , including its use for approximation Be aware that the expansion is valid for |bx/a|<1 These PowerPoints form full lessons of work that together cover the new A level Maths course for all exam boards. Together all the PowerPoints include; A complete set of notes for students Model examples Probing questions to test understanding Class questions including answers Individual whiteboard work Links to exercises in ‘The Textbook by CGP’ these can easily be edited for your textbook The PowerPoints can be used in the lesson and also given to students that have missed a lesson I have added ‘AS level maths 13 – Circles’ for free download

Sine and Cosine Rule (Advanced Trigonometry) Great for whole lesson or quick fire revision as questions contain in depth answers. Slides can be printed and given as revision hand out as it is very detailed. Resources are written by an Outstanding Practitioner. - Sine Rule for Length and Angle - Cosine Rule for Length and Angle - Sine Rule for Area - Worked through Exam Questions and Answers. - Exercises on Sine Rule, Cosine Rule and Sine Rule for Area. - Each Exercise comes with Step by Step answer. (This is Fantastic). - There is Challenging / Problem Solving Questions in the exercises each with Step by Step Answer. There is 2 Lessons (100 Minutes worth of resources) - 1 Power points, full of questions and step by step answers. - Exercise A to G. - Step by Step by Answers for Exercise A to G. Kindly review once purchased.

A collection resource of questions for A and AS Level Cambridge (9709) sorted by topics from Quadratics to Trigonometry with markscheme, arrange chronologically from November 2018. This is a good resource for revising the students who will be taking mock and actual exams.

All the lessons for C1 and C2 Mathematics. This is my lessons made by myself over my career teaching A Level Mathematics. They feature: All the topics set up into lessons Detailed questions and answers Animated features of the solution to support demonstration and Q&A Formulas in pink boxes on slides to support students while working Use of colours to support learning and demonstrations How you can benefit: To reduce you planning time by either using the whole presentation or some slides More questions can be added by duplicating the slides and changing the questions Use as a resource to give to student to support their independent learning Use as a basis when planning an observation lesson, again to reduce your time Specification Prepared with AQA C1 and C2 in mind but can be used in the following: Edexcel Mathematics C1 and C2 AQA Mathematics C1 and C2 CIE P1 and P2 any other course with similar topics. Price There are 48 lessons which at a low price of 25p each comes to a total of £12. I hope you enjoy using this resources and it helps your planning and teaching as it has helped me. Thank you for your interest and hopefully your purchase. Kind regards.

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.

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.

This pack contains 48 exam style question cards covering the curriculum for the top grades of the new (9-1) GCSE in algebra written for students aiming for grades 8 and 9. Topics included are as follows: *Rearranging Equations - 2 cards *Expanding Binomials - 3 cards *Algebraic Fractions - 4 cards *Algebraic Proof - 5 cards *Quadratic Equations including Completing the Square and Factorising where the x^2 coefficient is greater than one - 8 cards *Sequences including Quadratic Sequences - 5 cards *Geometric Sequences - 4 cards *Quadratic Inequalities - 5 cards *Simultaneous Equations involving Quadratics and the Circle Equation - 3 cards *Functions - 4 cards *Iterative Methods - 5 cards The design of a card means you can use these in a variety of ways in your classroom; as a starter or a plenary, as extension work, as homework or as a revision tool. An answer key is included. As is a handy student answer sheet where students can pit their answers, allowing for the cards to be reused. We also have available our grade 6/7 target algebra gcse cards. This is available as part of a bundle with graphs, geometry, number and statistics, all aimed at grades 8/9.

Powerpoint presentation on the Taylor and Maclaurin's series for Further Maths 1 for Edexcel specification.

Here is my power point trying to structure questions for C2 from past papers. I have split the paper into 9 sections and tried to group questions together. All solutions are given at a click. For use by giving to pupils and leaving them to it, or working through topics as a class. Every question from 2006-2018. Also works extremely well on iPads.

Binomial Expansion worksheet

This was designed as a "taster" session to A Level mathematics for Year10s/11s and builds on what they should know regarding expanding brackets until they discover that you can use Pascal's Triangle to expand brackets. It gives them the chance to investigate their theories and what effect a negative sign makes.