Get ready to hop into some serious revision this Easter with our exciting and engaging activity! Consisting of three stages, our activity challenges students to utilise their previous task answers to progress through each stage. The first stage involves a maze, where students must navigate their way through a mixed revision grid to end up at the correct number to take forward. In the second stage, a number trail awaits, where students must use their mathematical skills to solve a ‘newspaper style’ number problem and continue to the next stage. The final stage, Mixed revision Code Breaker, and they decipher the code to reach the end of the activity. For an added layer of excitement, you can also offer a fourth stage, where students can use their answers from the first two stages to unlock a padlock and reveal a special Easter surprise. This extra challenge adds to the competition and makes the activity a little be more competition and exciting! With a duration of approximately one hour, the activity can be adjusted to suit the ability level of each student. Our Easter revision activity is the perfect way to make revision fun and engaging, all while reinforcing essential skills for upcoming exams. Don’t miss out on the chance to elevate your revision game this Easter!

Get your class energised and excited about football and maths with our incredible “Football Maths Challenge”! With nine rounds of football-themed activities, this challenge is sure to engage and motivate students. In Round 1, students will have the chance to show off their flag and country knowledge. In Round 2, they can predict and analyse the results of the home nations. Round 3 involves delving into the medal tables, Round 4 will test their knowledge of previous World Cup statistics. Round 5 challenges students to calculate which team will travel the most Round 6 focuses on stadiums, including their locations and capacities. Round 7, students will get to study the 2022 schedule, Round 8 explores the time differences involved in the tournament, Round 9, will have students calculating ticket prices. With all answers included, this challenge is the perfect activity for end-of-term fun or as a way to support your students during the World Cup or as project based maths. Depending on the length of your lessons, the challenge may take two sessions to complete. So get ready to score big with our Football Maths Challenge!

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

Get ready for an exciting and engaging lesson that combines the excitement of the World Cup with the challenge of multiple maths topics! In Round 1, students will dive into stadium statistics, practicing reading from charts, calculating averages, and solving money problems. Round 2 focuses on team and group stages, testing students’ skills in reading charts, solving number problems, and utilizing multiplicative reasoning. Round 3 challenges students with ticket prices, including money problems, fractions, and currency conversion. In Round 4, students will explore time differences and working with time, while Round 5 covers distances, including following maps, converting between miles and kilometers, and reading maps. All answers are provided, making this lesson perfect for group or project work. No printing is necessary, but all materials are provided for those who prefer hard copies. This lesson is a great way to engage students who may not be interested in football, as well as those who are passionate about the sport. Don’t miss out on the chance to enhance your students’ maths skills while also tapping into the excitement of the World Cup. Enjoy this engaging and enriching lesson today!

As Level Pure Maths Exit Cards (BUNDLE for each topic area with mark schemes) Includes Exit cards that card be printed or projected for the end of a topic. Topics included: Vectors Straight Lines Circles Simultaneous Equations Graph Transformations Sketching Cubic’s Reciprocal Graphs Discriminant Hidden Quadratics Trig Ratios and Equations Binomial Expansion Differentiation and Optimising problems Integration Factor Theory

This is a full 4 lessons on percentages covering GCSE foundational skills for students learning about percentage calculations. Covers : Percentages of amount both Calculator and non calculator. Increase/ Decrease Percentages both Calculator and non calculator. Reverse Percentages Compound Interest & Depreciation It includes a comprehensive presentation on finding percentages of amounts, percentage increase and decrease, reverse percentages, and compound interest. The material provides examples and exercises with both calculator and non-calculator methods. Everything is on the powerpoint including answers. you will not need to print extra resources. Powerpoint is fully animated. I have referenced the formula sheet for students and have highlighted how to find the ‘percentage’ button within the powerpoint. Please leave a review if you have a moment :)

This is a full1/2 lessons on Vectors for Foundation GCSE covering all that is needed for the GCSE Foundation exams. Covers : Write vectors from pictures - examples, Practice questions and answers included. Column Vectors - examples, Practice questions and answers included. Describing pictures as column vectors - examples, Practice questions and answers included. Drawing Column Vectors - examples, Practice questions and answers included. Adding and Subtracting Vectors - examples, Practice questions and answers included. Drawing combined Vectors - examples, Practice questions and answers included. Mixed exercises - examples, Practice questions and answers included. The Lesson provides examples and exercises with all topics. Everything is on the powerpoint including answers. you will not need to print extra resources. Powerpoint is fully animated. Please leave a review if you have a moment :)

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

This is a full 2/3 lessons on Place Value covering Entry Level and Functional skills Level 1 for students learning about Place Value calculations. Covers : Identifying values of numbers and writing numbers Comparing Numbers using Inequality symbols Ordering positive and negative numbers Ordering Decimals Multiplying integers & decimals by 10,100, 1000 Dividing integers & decimals by 10,100, 1000 The Lesson provides examples and exercises with all topics. Everything is on the powerpoint including answers. you will not need to print extra resources. Powerpoint is fully animated. Please leave a review if you have a moment :)

This is a full1/2 lessons on Differenation from first Principle for AS Level Maths covering all that is needed for exams. I didnt want to just tell my students to follow a method, I wanted them to learn were it comes from too. Covers : Starter - Drawing a quadratic graph and finding the gradient of a tangent Discussion Prompts - Students realise this inaccurate because everyone has slightly different answers Students find the gradient of secants instead realising this is more accurate. Worksheet and answers provided on this. Applied to gradient at a specific point question ( algebra only) Generalise to the formula Worked examples of how to apply the formula method. The Lesson provides examples and exercises with all topics. Everything is on the powerpoint including answers. you will not need to print extra resources. Powerpoint is fully animated. Please leave a review if you have a moment :)

Lesson taught during an ofsted visit and considered outstanding. Includes: Number trail starter - differentiated with answers. WHat is reflection question? Naming line equations eg. Y=3 , worksheets and animated answers Describing reflection examples Drawing a reflection animated examples GCSE Questions to try Translation animated examples of drawing describing vectors Exit card on both reflection and translation with answers. (GCSE EXAM questions referenced were used from maths genie linked here - these are not mine but free and available online. Please if you have the time review my resources - It will be very much Appreciated :)

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 :)

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.

Powerpoint covers everything needed for HIGHER GCSE maths and the topic indices. Could take 2/3 lessons to get through depending on the spped of your class. Great for revision for Exam takers. Lots of different practice activties embedded within. Can be done without any printing. 2 revision grids and answers 1 half way through and another at the end ( could be used as mini assessments) Odd one out activity and answers included Crack the code activity and answers included All Rules of Indices- all with animated examples , practice questions to be projected and answers Multiplication of Indices Division of Indices: Indices in Brackets Combining All Three Rules: Power of Zero: Negative Indices: Fractional Indices: Changing the Base