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GCSE Higher complete percentages revision. Including basic percentages, Compound and simple interest, recurring decimals, expressing a quantity as a percentage of another. Powerpoint includes approx 4/5 lessons. All with animated examples and question for students to try ( answers all included). Ends with a Super 9 – Percentages Increase, decrease and of amounts, converting fractions decimals and percentages, recurring decimals, reverse percentages and compound interest .

Powerpoint goes through percentage multipliers first , includes a game of bingo. ( no other resources needed) Goes on to included compound interest and depreciation examples , and questions for students to try - All animated with answers. Also included are a set of Edexcel past paper exam questions with answers. Complete lesson. Please if you have the time review my resources - It will be very much Appreciated :)

Here are 6 revision clocks perfect for end of term revision all have answers. There are aimed at Foundation students (could be easily used with KS3 Pupils as well!) Revision clocks are great as they visually show to pupils how much work they should have completed! Great for end of term, and summer homework :) Please Review :) Thanks

These Maths problems solving questions are great to fill that 10 minutes gap left at the end of a lesson. They are also great as engaging starters! To encourage students to have a go and persevere. They can be use singularly or as a quiz / carousel. They really challenge pupils to use problem solving skills that are vital to the new GCSE and in life!! Please Review :)

This is a whole lesson based on shapes skills higher pupils should already have and linking them to problem solving questions similar to that asked of the new spec GCSE questions. Includes clear walked through examples and then lots of practice, all with answers. Pupils responded really well and engaged with the problems. Please Review :)

Fractions of amounts lesson for GCSE Foundation Includes : Number trial Starter with answers Bus stop division reminder and practice questions and answers. Explanation on fractions of amounts Practice questions simple Exam style practice questions If you have time please review my resources - thank you :)

Fractions Four operations Revision Worksheet & answers If you have time please review my resources - thank you :)

I created this resources as my foundation group were struggling on knowing when to use either pythagoras or trigonometry. These were both skills they had learnt and could do but couldn’t quite understand when to use which one. Lots of worked examples, and practice , all answers included. Complete lesson no other resources needed, no printing necessary. This resource helped them understand which method for which scenario. please review :)

Angles Lesson created for Level 1 Maths at college. Would easily work for Primary / KS3 /GCSE Foundation groups Includes : Names of different Triangles Names of types of angles Angles on a straight line (Examples, practice and answers) Angles in a Triangle (Examples, practice and answers) Exam practice (Examples, practice and answers) Angles around a point (Examples, practice and answers) Opposite angles (Examples, practice and answers) Cross word and match up task plenary Isosceles triangles (Examples, practice and answers)

Complete lesson for Standard Form for GCSE Foundation Maths, great for revision! Including : Number trial starter with answers Explanations and examples lead from previous knowledge Practice in converting between numbers in standard from and vice versa ( Examples, practice questions and answers) Multiplying and dividing in standard form ( Examples, practice questions and answers) If you have time please review my resources - thank you :)

This is a 4 lessons resources covering the following topics : Writing a ratio from wordy questions, Simplifying a ratio from wordy questions, Dividing into a ratio, Writing ratios as fractions, And problem solving with ratio. All answers are provided, and no printing needed! Please review :)

Everything is included (you may want to print the match-up, the match-up activity, and the exit card, but everything else is on the PowerPoint). It is aimed at GCSE Higher students. This lesson was used for an interview at an Ofsted-rated secondary school, and I got the job! A base knowledge of cumulative frequency graphs is needed. The PowerPoint is fully animated. Starter – 10mins Starter task linked to previous learning on cumulative frequency graphs- Students are given a starter on paper- Complete the cumulative frequency graph and find key points from the graph. Lower quartile , median and upper quartile and interquartile range. Examples & teaching – 10-15minutes – 1 min - shares answers to the starter and encourages students to correct if necessary. 3 mins: Show students how cumulative frequency is linked to a box plot drawing. Learning check - Question students if they have seen a box plot, etc. 3 mins—Students completed key info needed to plot a box plot and copied this onto their worksheets. Questioning: Ask students what other information we can get from a box plot, e.g., IQR and Range. Discuss each section being worth 25% of the data. 4 mins: Students complete GCSE question creating box plot from cumulative frequency graph. Mark and correct questioning students. Talk about the slight differences in answers due to the estimates reading off cumulative frequency graphs. 5mins - Examples of how to complete a box plot from a list of numbers and when information is missing. Stretching task – 10-15mins • Students complete the match-up activity in pairs. Encourage conversions. • Support groups that need it as circulating the room. Encourage them to look back at the notes they just made. Plenary 10mins • Students are to complete the exit card under assessment conditions.

Exam questions on Differentiation questions involving tangents and normals. Included mark schemes. (No second differenation questions)

This is a complete 3/4 lesson on factorising Quadratics ( including with a coefficient>1), the difference of two squares, and solving all types of quadratics by factoring. It covers all that is needed for the GCSE Higher exams. Covers : Factorising single bracket expressions reminder and practice with answers Negative operations quick 20 questions ( sum and product) Explanations of what makes an expression a ‘quadratic’ Sum and Product examples and practice activity with answers Factorising quadratics with a coefficient of 1 example Gapped worksheet practice and answers Factorising quadratics with coefficient > 1 example Differentiated practice and answers Difference of two squares examples Explanation of how to spot the difference of two squares Differentiated practice and answers Solving examples when Factorising quadratics with a coefficient of 1 Gapped worksheet practice and answers Solving examples when Factorising quadratics with a coefficient of >1 Solving examples when Factorising quadratics when rearranging is required Solving examples when Factorising quadratics with only one bracket Differentiated practice and answers The Lesson provides examples and exercises on all topics. Everything, including answers, is on the PowerPoint, which is fully animated. You will not need to print extra resources. Please leave a review if you have a moment :)

This resource contains lots of different statistics gathered from lots of different websites about the world cup 2018. Task 1: Who has scored the most goals? (Reading from charts and interpreting) Task 2: Teams aren’t shooting as much as they used too? (Counting, reading charts and interpreting) Task 3: England may struggle but the Premier League dominates! (composite bar charts) Task 4: Use the information about the different stadiums to be used in the world cup below to fill in the table. (Organising data, averages and total) Task 5: There is 90 minutes in one football match to be played. Use the diagram to help answer the questions below. (working with times and schedueles) Task 6: How far each nation will have to travel during the Group Stages? (conversion of km and miles, adding times, compound measures) All with answers to save you time! Can be used in part just as easily as all together. please review :)

As the topics booklets I have previously used have now started to become a little outdated due to the new spec GCSE. I have now (PAINSTAKINGLY!) gone through all the new spec papers that have been released and collected together topic questions for easy practice. These work great as revision, practice and targets for pupils to work on after assessments. All come with answers ! These are also great for the end of term (I’ve used them in carousels which is highly successful!) Please review :) If you have time please review my resources - thank you :)

This is a whole lesson - including the lesson plan on finding angles in Isosceles triangles. starts by building on knowledge of angles rules. Clear examples, and plenty of practice. All ANSWERS ARE PROVIDED. No printing necessary. Please review :)

This Bundle contain four lesson and 1 homework. The lesson are aimed at GCSE HIGHER students, and to link to one an other, Area and perimeter (mainly problem solving , but also recapping the basics!) Circles ( again recapping circumference and area and problem solving) Sectors (intro to sectors, linking to working backwards to find a angle) Unit conversion between cm squared to m squared, and cubes etc. Homework covering these topics. Lots of effort was taken to ensure the content was relevent to the new GCSE and problem solving skills at all times. Answers are all provided, no printing required. If you have time please review my resources - thank you :)

Complete Lesson on Standard Form for GCSE Higher. Includes : Starter on writing in powers of ten. Success Criteria Ladder - re-visited and completed at the end of the lesson Writing in Standard Form and vice versa (Examples, Practice and Answers) Adding and Subtracting in Standard Form (Examples, Practice and Answers) Match up task - matching equivalent sums together (with answers) Multiplying and Dividing in standard Form (Examples, Practice and Answers) Differentiated practice Solar system Activity Success criteria ladder plenary Applying standard form questions