This is a one page PDF of 24 questions on finding the range given any function and a domain. These questions start easy enough but I have included: Turning points Trigonometry Exponentials and Logarithms Reciprocals Modulus Modulus and Trigonometry It is a great set of questions I have used to discuss the shapes of graphs and the transformations that have been employed. This is a far more useful set of questions than it initially appears to be. Answers are included Please leave feedback, particularly if you like my work - thank you

This is a pdf which I have used for years - it covers integration of powers of x only. There are over 70 questions here with powers which include negative, fractional and negative fractional too. I always found students had difficulty with fractions so these questions **do not **cancel nicely and include square and cube roots. I have included some where expansion of brackets are needed and others where divisions are needed too. Answers are included Please provide feedback, particularly if you like my work - thank you.

This pdf was originally written to discuss with students ‘which method of integration should we use?’ as I found many students found it difficult to tell when to use substitution and when to use parts. I’ve added answers so that it can be used as a revision sheet too - some of these questions are a bit tricky but nothing a top grade ‘A’ level student shouldn’t be able to handle. I find that many students find it challenging but it is very thorough. All questions are solved using Substitution or Parts. Answers are included Please leave feedback, particularly if you like my work - thank you.

This worksheet consists around 40 questions on parametric equations. Split over two pages, questions include: finding the cartesian equation from the parametric, Finding the gradient of a parametric curve, Turning points Equations of tangents and normals I have tried to cover everything required for teaching / learning and revising parametric equations. Answers are included. Please leave feedback, particularly if you like my work - thank you.

This is a pair of PDFs on the transformation of the graph of y = x^2. The first PDF gives you 12 graphs of the quadratic graph and requests the student to draw 12 transformations - answers are provided. The second PDF gives you the same 12 graphs and asks you to identify the transformations. These questions took an age to draw and will save you so much time in preparation. Please leave feedback, particularly if you like my work - thank you

This PDF has over 20 questions on the Remainder Theorem and the Factor theorem - a topic usually extensively covered in most good text books, however I always wanted more questions of the ‘harder’ type - repeated factors or (ax - b) as a factor and, of course, applications and links with other topics and so I wrote these questions. There is something for everyone in this set of questions - even some that will stretch your top grade students. Answers are included as usual. Please leave feedback, particularly if you like my work - thank you

Each question has been carefully constructed and checked thoroughly to ensure they are correct. As required by all boards in 2019+ Nothing higher than linear on the numerator No quadratic factors on the denominator. This page has 22 questions on partial fractions with repeated roots in the denominator. **answers are included ** Please leave feedback, particularly if you like my work - thank you.

Each question has been carefully constructed and checked thoroughly to ensure they are correct. As required by all boards in 2019+ Nothing higher than linear on the numerator No quadratic factors on the denominator. This Page has 22 miscellaneous questions - a mixture of sheets Linear Factors and Repeated Factors with answers Please leave feedback, particularly if you like my work - thank you.

Each question has been carefully constructed and checked thoroughly to ensure they are correct. As required by all boards in 2019+ Nothing higher than linear on the numerator No quadratic factors on the denominator. Page 1 has 22 questions on basic partial fractions with 2 or 3 factors in the denominator. Page 2 has a few extra questions to stretch the more able - particularly top heavy fractions. Over 30 questions in total - Answers are included Please leave feedback, particularly if you like my work - thank you.

This is a pair of PDFs on the transformation of the Modulus graph. The first PDF gives you 12 graphs of the Modulus graph and requests the student to draw 12 transformations - answers are provided. The second PDF gives you the same 12 graphs and asks you to identify the transformations. These questions took an age to draw and will save you so much time in preparation. Please leave feedback, particularly if you like my work - thank you

This is a pair of PDFs on the transformation of the Sine and Cosine graphs. The first PDF gives you 12 graphs of the trigonomeric graphs and requests the student to draw 12 transformations - answers are provided. The second PDF gives you the same 12 graphs and asks you to identify the transformations. These questions took an age to draw and will save you so much time in preparation. Please leave feedback, particularly if you like my work - thank you

This is a great revision resource for higher level students who need more work on Surds This work consists of a PDF with 16 full GCSE style questions particularly aimed at grade 8 and 9 students. There are two versions of the work "write on " and “inksaver” Answers are included of course. Please leave feedback so that we can know if we are offering what you want. - Thank You

This is a great worksheet designed to revise solving Trigonometric equations at ‘A’ level. This is a two page PDF with a total of 36 equations to solve - using every technique taught at ‘A’ level. I wrote this and aimed it strictly as a revision sheet - a great deal of variety and some of the questions are stinkers !!! Answers are included Please leave feedback, particularly if you like my work - thank you.

Just a quickie which I think most year 12 students struggle with, This is a sheet I would use to discuss the factorial notation and the Combinations notation. It is useful for a one lesson filler. Hope you find a use for it. Please leave feedback, particularly if you like my work - thank you

This worksheet consists of 10 full A level standard questions using Rsin(x + a) etc. Most of these questions are in context as the standard questions are freely available in books etc. This is a thorough worksheet covering the topic in as many ways as we could think of - some are quite creative but all are relevant. An ideal ‘end of topic’ sheet, homework, classwork or revision task. Answers are included.

This worksheet is a pdf which covers all that you will need to teach the Binomial Theorem to year 12 or above. It is an ideal homework or classwork exercise and an excellent revision resource. Students need to know factorial notation and nCr notation too. Covering the expansion of (a + b)^n for integer n - there are 5 main questions with over 20 parts Topics covered include: Full expansion of (a + b)^n, Finding the co-efficient of one term in the expansion, Using the expansion to estimate calculations, Solving an algebraic equivalence. I have always found this sheet to be more than I need and students always gain a lot from it. Answers are included Please leave feedback, particularly if you like my work - thank you.

This pdf covers everything needed to teach, practice or revise G.P.'s for ‘A’ level. 20 full questions (30+ questions including sub-questions in total) getting progressively harder over two pages. I always found G.P. questions difficult to write as the numbers get so big / small so quickly and become unmanageable so I wrote this one and it has done a great job over the years. Formulae needed are given on the sheet and answers are included. This is as good as they get before attempting full ‘A’ level questions. Answers are included Please leave feedback, particularly if you like my work - thank you.

This is a pdf of 7 problems with several subsections to them on practical problems which reduce to A.P’s or G.Ps These are difficult and were designed as challenging questions for my students who were potential grades C+ Answers are included Please leave feedback, particularly if you like my work - thank you.