A simple rearranging formulae worksheet, with lots of questions and increasing difficulty

A little powerpoint about alternate angles, corresponding angles and the other ones, with soem questions at the end.

KS3 / GCSE. A simple powerpoint showing how to find the mid point of line segments, with a little starter about directed numbers. There are somne questions with answers at the end.

Here is a collection of circles powerpoints, not just questions but examples and instruction. Includes answers. Covers what is pi, area and circumference, sectors, segments, perimeters, compound shapes, volume of cylinders, cones and spheres, equation of a circle, simultaneous equations, circle theories, pretty much all circle stuff i could think off. Includes a bit of rounding practise. Please let me know what you think or inbox me if you find a mistake, be nice, I'd love to make it better and make the next one better than this.

A walkthrough of how to solve simultaneous equations where one is linear and the other is quadratic. There is also a starter getting students to practise thier factorising.

A powerpoint showing how the graphical methods for solving simultaneous equations using the cover up method. Not sure it's the most mathematically sound way of teaching it in the world but worked with the group i had, horses for courses and all that

A KS3 / GCSE statistics. A PowerPoint showing how to create scatter graphs and the different types of correlations. Some data at the end to create scatter graphs from. One question accidently gave the wrong sort of correlation, but the discussion that came from it was really good so i kept the mistake in.

A scheme of work i made based on OCRs specification, designed for our students who won't be entered for GCSE maths. The course is designed to be completed in about a year, but i'm thinking I&'ll need to be flexible with the timings and use the same scheme for year 10 and 11. Hope you find it useful

Some questions on perimeter and area of triangles which some little starter questions asking students to list as many isoscelles triangle with a certain perimeter and list as many triangles with a certain area.

Nothing fancy, starter has pupils practising addition and subtraction using any method they know, extention asks students to write out instructions and some questions for someone who wasn't in the lesson. Hope you find it useful

A KS3 / GCSE PowerPoint with a little tutorial showing how to find the nth term of quadratics in the form ax2 + c and ax2 + bx + c. Starter has 10 multiple choice questions on finding nth term of linear sequecnes, there are a few examples then some questions with answers. Hope you find it useful

Adding and subtracting fraction worksheet, going from very simple questions with common denominator to more difficult questions.

KS3 interactive powerpoint on angles in regular polygons with questions at the end with answers. Hope you find it useful.

A little KS3 PowerPoint animation showing how I try to teach adding and subtracting negative numbers, some questions at the end Hope you find it useful.

A powerpoint about area of circles, nothing fancy, with some questions at the end which include quarter, semi circles and pi. Hope you find it useful

A worksheet with starter, main and extension on the first few index laws, extension asks students to investigate fractional powers. An ideal resource for GCSE students. Hope you find it useful

Simple 3 part worksheet for finding percentages. Starter has 10, 50 and 1%, main has questions finding percentages of amounts, extention is increasing amounts by given percentage.

A PowerPoint with 30 multiple choice quizzes, good for AFL if you give students cards labelled a,b,c,d to wave. Ideal for KS3 and GCSE students. Includes lots of percentage work, decimals, addition, multiplication and division practise, rounding, decimals, primes, squares, HCF, LCM. Hope you find it useful, if not to use then at least to adapt, please let me know what you think.

KS4 Maths worksheet with starter, main and extention. Starter has some finding mean questions and finding the midpoint of two numbers. Extention asks students to try and make up a table that will give a mean of 5.5.

An example and set of questions on writing expressions