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!

This unit contains 5 Powerpoints: Spearman’s rank hypothesis testing - chi-squared test of independence goodness of fit test goodness of fit - normal and binomial distributions t-test Through the PowerPoint there are links to Youtube videos, GeoGebra and Desmos interactive. The PowerPoint has worked examples, and student exercises. I have also put in past paper exam questions for each topic. I have also included an overall Statistics Test (2 parts short and long questions) and Chi-Squared test of Independence assignment, both with markschemes. As well as a review PowerPoint on the test of Independence. We sent a lot of time on this chapter as the idea was many students would use this for their IA’s, which they did.

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 Binomial hypothesis testing covers; Understand and apply the language of statistical hypothesis testing, developed through a binomial model: null hypothesis, alternative hypothesis, significance level, test statistic, 1-tail test, 2-tail test, critical value, critical region, acceptance region, p-value Conduct a statistical hypothesis test for the proportion in the binomial distribution and interpret the results in context Understand that a sample is being used to make an inference about the population and appreciate that the significance level is the probability of incorrectly rejecting the null hypothesis

This 45 slide PowerPoint presentation takes you carefully through the contains of Chapter 7 of Edexcel’s Statistics and Mechanics Year 1/AS Book i.e. “Hypothesis Testing”. I have uploaded a free preview of this presentation to TES so that you can see the level of detail, and presentation style, that I have used. This chapter deals with performing Hypothesis Tests using the Binomial Distribution. This presentation is ideal if you are using Edexcel’s recommend testbook [ ISBN 978-1-292-23253-9 ]. However, the content is also very useful if you are using any other A Level textbook. The presentation starts with a recap of the Binomial Distribution and how to compute probabilities from it. It shows how to directly compute probabilities from the Binomial Distribution, how to use the Cumulative Binomial Distribution tables, and how to use Casio calculators, both graphical (fx-9860, CG20 ,CG50) and scientific (fx-991EX). It then covers one-tailed and two-tailed Hypothesis tests, both as a theoretical mathematical task, and within examination questions set within real-world contexts. We cover both performing a Hypothesis Test directly, and calculating the Critical Values, Critical Regions and the Acceptance Region. The Required Significance Level and the Actual Significance Level of the Hypothesis Test are clearly explained. The two ways of performing a 2-tailed test Hypothesis Test are carefully explained i.e. strictly requiring that each critical region has a probability less than alpha/2, and making each critical region have a probability that is as close as possible to alpha/2. Teacher notes are provided for each slide. I have also included my solutions to all the exercises in the chapter. I have not tried to do the questions in the same way as the solution bank, so I think you will find my solutions useful. Errors in the chapter, the book’s answers and in the solution bank are pointed out. The presentation extensively uses “Appear on Click” so that you can step the students through the contents of each slide. No other animations are used as I think these can become an unnecessary distraction. I hope you find the resource very useful within your teaching practice. I am very happy to receive any feedback you might have. Regards and best wishes Gerard

Powerpoints and Worksheets on Non parametric hypothsis testing for Edexcel A levle statistics Inlcudes lessons on SIngle sample sign test. Paired sign test Single sample Wilcoxon sign rank Wilcoxon sign rank paired Wilcoxon sum rank (Mann whitney) Mix of Non parametric hypothesis testing

These comprehensive notes and examples cover the Further Statistics 1 (FS1) unit of the Edexcel new A Level Maths specification. Student booklets are provided for each topic in both Word and PDF formats. There are also teacher booklets for each topic containing detailed worked solutions. The chapter titles are: Discrete Probability Distributions, Poisson and Binomial Distributions, Geometric and Negative Binomial Distributions, Hypothesis Testing, The Central Limit Theorem, Probability Generating Functions, Quality of Tests (Type I and Type II Errors). Also available: Edexcel Further Core Pure Notes and examples for the new specification (years 1 and 2): https://www.tes.com/teaching-resource/edexcel-further-core-pure-as-11890483 https://www.tes.com/teaching-resource/edexcel-further-maths-year-2-core-pure-11931638 Edexcel Further Mechanics 1 (FM1) Notes and examples for the new specification: https://www.tes.com/teaching-resource/edexcel-further-mechanics-1-new-spec-11998238

A powerpoint giving an introduction to hypothesis testing using the normal distribution. It also covers type I and type II errors, and has some examples of hypothesis testing using the Poisson and Binomial distributions, plus various exam questions at the end.

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 ‘A2 level maths 13 - Composite functions’ for free download Please leave a review as it will really help me to improve my resources Statistics – Hypothesis tests for Normal and Bivariant data covers; Conduct a statistical hypothesis test for the mean of a Normal distribution with known, given or assumed variance and interpret the results in context Understand and apply correlation coefficients as measures of how close data points lie to a straight line and be able to interpret a given correlation coefficient using a given p-value or critical value

I’ve been covering the Normal Distribution with my Y13 A-level mathematicians 30 minutes a week, after school. This is the booklet we’ve been working our way through steadily. I haven’t taught this topic before so borrowed the content from other TES contributors (thank you) and added a mind map to the front to categorise the sections within the booklet and types of questions to expect. Finding simple probabilities Finding critical values for a given probability Finding the mean or standard deviation using the standard Normal distribution Approximating the Binomial Hypothesis testing when sampling from a Normal distribution Please let me know if it’s any use to you or how it could be improved. Thank you! Credits for borrowed resources: Dr Frost, SR Whitehouse & OCR.

This 270 slide Powerpoint covers all of the first year of the single A Level Applied course (based upon the Edexcel course). It includes explanations, worked examples and questions for students to do. I have included everything, possibly more than you may need but I’d rather give people the option to skip a slide than have to make something up on the spot. Colleagues of mine used this during the first year of the new course. The “Forces and Motion” part has been edited.

Goes through the steps of Hypothesis tests using an example to outline the methodology. Powerpoint contains buttons to quickly navigate between the original screen and each step.

Three standard questions testing pupils can correctly use the Wilxocon test, for determining if there is a difference between two sets of data. There are also two extension questions. Provided with full solutions.