A very useful formula booklet for GCSE level. A set of 48 posters that can be printed off (just remove the header and footer) but also published as a booklet in the form of a revision guide. I use it for Foundation GCSE, but most of it can be used at any secondary level. I have them printed on A3 and displayed around the room - use them how you like.

A work sheet that utilises a range of formulae from simple shapes to more complex speed/distance/acceleration etc to introduce the concept formulas, the power of generalisation, and being able to intuitively rearrange them. Lots of questions with answers.

GCSE Maths, bearings. A set of PowerPoint slides to introduce the topic, teaching enough for learners to try some themselves. All images (c) Colin Billett 2017 A follow on from this, introducing the geometric aspect, is also free. And a couple of worksheets plus a plenary/revision quid are available for two pounds only! https://www.tes.com/teaching-resource/maths-gcse-bearings-two-differentiated-worksheets-plus-plenary-quiz-in-pp-all-with-answers-11505938

A set of cards, to be double sided, with statistical data and assorted good/bad/rubbish ways of representing the data. Some of it from old exam papers, other from real data.

A powerpoint quiz covering all the aspects of KS2 algebra, and great for revision in KS3 or older. Pupils should be taught to: • use simple formulae • generate and describe linear number sequences • express missing number problems algebraically • find pairs of numbers that satisfy an equation with two unknowns • enumerate possibilities of combinations of two variables. To find a big bundle of activities and worksheets covering the full specs in year 6, look at my resource for sale at https://www.tes.com/teaching-resource/maths-ks2-algebra-full-bundle-of-resources-to-cover-the-entire-specs-great-for-ks3-revision-11254418

Multiple choice quiz for checking understanding at any stage. Simple area from KS2, but useful for revision at KS3.

Fifty slides in a PowerPoint for class discussion of equivalent fractions leading to simple addition of fractions. Nothing complicated - made for class activity and discussion. Get the learners to answer on mini-whiteboards or simply answering each question. Fully illustrated, with answer pictures for each question, as well as repeat slides for the learners to come up with answers. And designed for working in the head of the learner rather than pencil and paper. (Too much time is often spent with pencils and not enough talking.)

‘Tell and write the time from an analogue clock, including using Roman numerals from I to XII.’ Powerpoint introduction with lots of questions and handout, worksheets in Word and pdf, plus lots of real examples of clock faces. All you need to give the learners an initial experience, with recap and reviews.

Algebra questions saved over the years and adapted and adopted for classroom and homework use. All with answers save the first.

Maths GCSE Ratio. Part (b) Reducing ratios into their simplest form. Continuing with ratio, with lots of questions, also acting as a reminder and revision of KS3 Ratio. Plus plenty of genuine exam style questions. Simply as is says - simplifying ratios, with PowerPoint introduction and follow-up worksheet.

Presentation with 52 slides and around fifty questions covering basic concepts of percentages, including fractional and decimal equivalents. Simple questions to develop fluency, misconceptions to correct, simple applications and written problems. Each slide followed by solution slide. Plus a clone of the questions in Word and as a PDF for further practise. So around 100 questions in total, with plenty of repetition and plenty of new questions slotted in. Plus answers for printing or otherwise. Originally produced for Functional Skills Levels 1 & 2 but entirely suitable for other groups. Easily editable into four different lessons for revisiting at a later date.

GCSE Mathematics Higher Tier new for 2017 exams. 'recognise and use the equation of a circle with centre at the origin; find the equation of a tangent to a circle at a given point' Clear introduction to circle equations on a cartesian grid using Pythagoras' theorem. Lots of opportunity for learners to draw their own using the formula, and extending to equation of radius, finding a perpendicular line, and hence finding the equation of the tangent.

Maths Key Stage 3 Standard Form: • interpret and compare numbers in standard form A×10n, 1≤A Four sides of questions ranging from simple conversion between ordinary numbers and standard form, to harder ones that require the application of assorted KS3 knowledge. Great for revision at GCSE.

Mathematics Key Stage 2 Year 6: use negative numbers in context, and calculate intervals across zero solve number and practical problems that involve all of the above. Everything you need to introduce the next stage, and give learners plenty of practice.

Maths Key Stage 2 Year 5 - 'interpret negative numbers in context, count forwards and backwards with positive and negative whole numbers, including through zero.' Lots of questions, each of real contextual situations, to give the learners practice in developing understanding of negative numbers. Great for quick revision at any stage.

Real life data to give the learners lots of practice using standard form. Easy conversion exercises leading to questions requiring calculation. All suitable for the current KS3 specs as well as solid revision and practice for GCSE. Standard Form KS3 • interpret and compare numbers in standard form A×10n, 1≤A GCSE calculate with and interpret standard form A × 10n, where 1 ≤ A < 10 and n is an integer

Simple reflection to introduce the concept. A dozen butterflies to sort, and half a dozen for the learners to make their own symmetrical butterflies. And two sides of square shading shapes to complete. Plus a second set with assorted shapes to complete. Year 4 • identify lines of symmetry in 2-D shapes presented in different orientations • complete a simple symmetric figure with respect to a specific line of symmetry. Pupils draw symmetric patterns using a variety of media to become familiar with different orientations of lines of symmetry; and recognise line symmetry in a variety of diagrams, including where the line of symmetry does not dissect the original shape.

Two starter activities to introduce perimeter and area of simple rectangles and rectilinear shapes in KS2. Great for practice at any stage.