Applications of Integration 1 This is a very thorough worksheet covering the applications of integration for Year 12. It is a pdf consisting of 10 questions in which all the equations reduce to powers of x. Applications covered are: Integration as the reverse of differentiation, Area between a graph and the x axis, Area between a graph and the y axis, Area between a graph and a given line, Area between two curves. I devised this as a revision sheet for Year 12 - it is an excellent set of questions which covers everything that you need to know at this stage. Applications 2 This pdf consists of 10 questions involving integration of higher functions - not polynomials. Students are required to integrate by substitution, parts, trigonometry, exponentials and logarithms. Applications are limited as the integration is the skill being tested, but applications include: Integration as the reverse of differentiation, Solving simple differential equations, Areas. I used to give this sheet as a revision sheet at the end of Integration in Y13 as each question requires a different method of integration as well as an application. It proved to be a great sheet to talk through as well as practicing methods and techniques. Answers are included as usual.

This is all that you will need from the introduction of factors, multiples and primes all the way to GCSE level questions about the applications of HCF and LCM.

This worksheet has four pages - all PDFs on partial fractions for the new A level exams. 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. Sheet 1 has 22 questions on basic partial fractions with 2 or 3 factors in the denominator. This is followed by a couple of harder questions to stretch the more able. Sheet 2 has 22 questions on partial fractions with repeated roots in the denominator. Sheet 3 has 22 miscellaneous questions - a mixture of sheets 1 and 2 Sheet 4 has 3 applications of partial fractions - just to show how they have appeared in A level papers in the past. almost 80 questions with answers to help you teach partial fractions to A level. Please leave feedback, particularly if you like my work - thank you.

Fantastic value Around 50 questions on A.P.s and G.P.s for every ‘A’ level student - good for classwork, homework or revision. Included is every type of question that a student will need to ensure they understand series. A very thorough pair of worksheets with answers.

This is all you will need for higher level GCSE pertaining to parts of a circle. The excellent work on Sector Area and arc length combined with the very thorough worksheet on Segments of a circle. Both worksheets have been well received by my department and I hope you like them too.

This is a set of 19 questions covering all that you will need to teach / learn connected particles at A level Part 1 contains questions which do not involve friction while Part 2 includes friction and the coefficient of friction. Each question is unique and brings something new and original to the topic

All 7 worksheets covering all that you will need to teach the theorem of Pythagoras to students at all levels. All PDFs - there are 7 worksheets Finding the Hypotenuse Finding the Shorter side Finding any side 2 Triangles together Problems 3D Pythagoras Pythagoras for higher level GCSE All Answers are included

All that you will need to introduce, calculate and / or revise standard form in three worksheets.

An added bonus This set of worksheets consist of the sheets on A.P.'s and G.P’s and the harder questions which require some individual thought. This is everything I have used to teach Series for the last 35 years and I think the only other questions required are practical applications and exam questions which textbooks cover in abundance. Answers are included.