Two large and comprehensive worksheets Velocity - Time Graphs - including curved graphs. Velocity - Time Graphs 1 - 5 Velocity - Time graphs (including curves) Questions asking for reading the graph, estimating and calculating area under the graph and estimating the gradient of a curve. Velocity - Time Graphs 2 - 8 Situations given and 8 Velocity Time Graphs - can they match them. answers are provided Please leave feedback, particularly if you like my work - thank you.

This PDF consists of seven full size GCSE size questions. Unlike some others - each of these questions have been carefully checked to ensure that the iterative process definitely works. They are presented in the “write on” format and are ideal for introducing the topic in Year 11 or for revision. Partial Answers are included Please leave feedback, particularly if you like my work - thank you.

This is a large PDF consisting of almost 80 questions on linear equations with brackets. I aimed this at all classes, at KS3 only doing the first half of each question and at KS4 only doing one or two columns. Questions get progressively harder. Question 1 - 26 questions of the form a(bx + c) = d Question 2 - 26 questions of the form a(bx + c) = d(ex + f) Question 3 - 26 questions of the form a(bx + c) + d(ex + f) = g **** Answers are included **** Please give feedback, especially if you like my work - thank you.

This is a thorough worksheet on all things logarithmic. 12 questions with 87 parts covering everything you will need to teach or learn logarithms. I have a separate sheet on graphing logs - this one is from the introduction to solving all types of equations. Answers are included. Please leave feedback, particularly if you like my work - thank you

This pdf consists of 13 problems written in context each of the form ab^x or ax^b. Each question is slightly different so that student’s understanding is maximised. I have successfully used these questions for years for teaching, tutoring, and revision and find these twelve to be relevant and thorough. I’m sure there is something here for every Mathematician at ‘A’ level. Answers are included. Please leave feedback, particularly if you like my work - thank you

This is a thorough pdf of over 50 questions using the binomial distribution. Useful for teaching / learning or revision I think this set of questions covers everything you will need on find probabilities and using the Binomial. Answers are included. Please leave feedback, particularly if you like my work - thank you.

A useful PDF aimed at revising Integration By Parts In total there are 33 questions (with answers) including both definite and indefinite integrals. My A Level students have found these revision sheets to be very useful. Answers are provided. Please leave feedback, particularly if you like my work - thank you.

This is a pdf on solving equations and inequations with the modulus function. I have tried to cover every type of question that may be asked at ‘A’ level and have made the worksheet very extensive as a result. These can be tricky so the answers have bee checked thoroughly by more than one. Hope you find this as useful as I have over the years. Answers are included Please provide feedback, particularly if you like my work - thank you.

I wrote this set of worksheets to challenge grade 8 and 9 students. The aim was to bridge the gap between Trigonometry and the Manipulation Of Surds. The sheets have been well received by students. There are 2 questions over two pages: Q1 Straightforward trigonometry in a right angled triangle with angles of 45°, 30° and 60° - meant to be done without the aid of a calculator. 12 different questions here. Q2 Simplifying expressions involving Sine, Cosine and Tangent of 0°, 30°, 45°, 60° and 90° 26 different questions here. Answers are included. I have also included a couple of bonus sheets which will help. Please leave feedback - particularly if you like them. - Thank You

This is a pdf on the equation of a circle - for ‘A’ level Questions include finding the equation using as many circle theorems as possible - Angle in a semicircle, Radius and tangent, Chord bisector, Distance from a point, Circumcircles, etc It is a very thorough worksheet which will take several hours to teach and complete - in total there are about 40 questions to be answered. Answers are included. Please leave feedback, particularly if you like my work - thank you.

This is two very comprehensive worksheets covering all that you will need to teach and revise the differentiation of a product. This PDFs consists of around 30 questions each on differentiation of a product - sometimes including the chain rule too. Q1 - 10 (35 questions) covers differentiation of products using only polynomials, logs and exponentials - I used this teach the product rule. Q1 is over twenty functions to differentiate. Q2 - 9 cover the application of differentiation of products - gradient, tangents, normals and increasing functions The second sheet I used for more able students or those wanting revision practice at a later stage - some of these get quite tricky. Q11 another twenty function though I now include trigonometry and reciprocal trig functions. Q12 - 19 much harder applications. Answers are included Please leave feedback, particularly if you like my work - thank you

A great worksheet consisting of several questions which ask the student to plot a quadratic and then, by drawing a line on the same grid solve an unrelated quadratic equation. This is level 7+ graphwork and extends students understanding of graphs a little further and requires a little more algebraic manipulation. Answers are included. Please give feedback, particularly if you like my work - thank you.

This PDF consists of over 40 questions on all aspects of sharing in a given ratio. This includes all three types of problems related to this subject. They are quite detailed questions and are therefor better for more able KS3 or any KS4 pupils. I aimed this at Y10 - groups that had covered the basics of ratios but needed to see more complex examples of such questions. I also used it as a revision sheet on ratios. Answers are included. Please give feedback, particularly if you like my work - thank you.

This pdf has around 50 questions on graphing logarithms and exponentials. Question 1 looks at the shape of the graphs, asymptotes and points of intersection with axes. Question 2 looks at finding the inverse of a logarithmic or exponential function. Question 3 looks at finding the equation of the graph given 2 points on the curve. Question 4 looks at using logs to create a straight line graph. This is a very thorough set of questions which covers all that you will need. Answers are included. Please leave feedback, particularly if you like my work - thank you

This is a collection of a few worksheets that I have put together on straight line graphs. There are over 80 individual questions, including some to stretch the more able students at GCSE. One worksheet is on Perpendicular and Parallel lines, Another is a collection of lines which I used as a starter - can you identify the equation of the line ? The third worksheet was aimed at Key Stage 3 and was used to revise the topic. Hope you find them useful

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. Please leave feedback - particularly if you like my work, thank you.

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. Answers are included. Please leave feedback - particularly if you like my work, thank you.

This PDF contains over 100 question on the simplification of surds. It is very comprehensive and includes some questions on writing as a single square root. Answers are included. Please leave feedback, particularly if you like my work - thank you.

This is 8 questions on Connected Particles and** includes** Friction and the co-efficient of friction. The 8 questions are unique and bring out a different emphasis so the questions make for a complete set of teaching questions, homeworks or revision tasks. A lot of time and effort went into these sheets, particularly the diagrams - I hope you like them. Answers are included Please leave feedback, particularly if you like my work - thank you

This is a worksheet on connected particles - without friction. 11 Questions in total covering all that you need on connected particles where friction (particularly the co-efficient of friction)** is not mentioned**. Each question is unique and brings out a different aspect of the subject, so it can be used as a teaching set of questions, a homework or a revision task. Answers are included Please leave feedback, particularly if you like my work - thank you