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 :)
GCSE Higher lesson on all Indices.
Includes :
Starter on square and cube numbers
Students given grid on six types to fill in notes and examples as we go
Indices (multiplication & Division) (Examples, Practice and answers)
Indices and brackets (Examples, Practice and answers)
Negative Indices (Examples, Practice and answers)
Fractional Indices (Examples, Practice and answers)
Indices (Multi- step) (Examples, Practice and answers)
Powers of 0 (Examples, Practice and answers)
Exit card with three levels of questions mixed.
Included are Exam questions from new spec on indices.
Lesson on Arc length and Area of Sectors for GCSE Higher including :
Starter on area of circles with answers
Recap of working out area of circle and compound shapes including circles (Examples, Practice and answers)
Recap on area of trapeziums (Examples, Practice and answers)
Arc Length Examplanation (Examples, Practice and answers)
perimeter of a sector examples (Examples, Practice and answers)
Applying to exam question
Recap on working backwards with equations
Area of Sectors Explanation (Examples, Practice and answers)
Problem Solving - Working backwards from either area of arc length to find the angle or radius (Examples, Practice and answers)
Exam Questions with worked answers
Segments Examples (Examples, Practice and answers)
If you have time please review my resources - thank you :)
Standard form lesson used for OFSTED received great feedback and lesson rated outstanding.
Included Powerpoint with notes, quick questions and answers , sorting activity and success criteria ladder.
Also includes GCSE exam questions and and answers ( i set this as homework, but would be greaa to use in class)
Students enjoyed the lesson and really started to not only understanding how to answer exam questions but the purpose of why standard form exist.
Powerpoint goes from basic explanation of what bounds are, then calculating bounds.
Applying to contextual exam style questions , including division problems and pythagoras.
Also includes exa style questions for students to try and a ‘around the room trial’ ( the trial is based on pythagoras and bounds)
Please if you have the time review my resources - It will be very much Appreciated :)
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!
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
Contains all the trigonometry GCSE Higher students will need to know
Basic Trig finding a length ( Examples, practice questions and answers)
Basic trig finding and angle ( Examples, practice questions and answers)
Problem Solving with basic trig ( Examples, practice questions and answers)
Using exact trig values (including recap on fractions and rationalising surds) ( Examples, practice questions and answers)
Trig Graphs ( Examples, practice questions and answers)
Sine Rule (angle and side) ( Examples, practice questions and answers)
Cosine rule (angle and side) ( Examples, practice questions and answers)
Problems solving with advanced Trig ( Examples, practice questions and answers)
Area of a Triangle (0.5abSinC) ( Examples, practice questions and answers)
If you have time please review my resources - thank you :)
Contains all on the algebra needed for GCSE Foundation
Expanding single and double ( Examples, practice questions and answers)
Collecting like Terms ( Examples, practice questions and answers)
Factorising single brackets ( Examples, practice questions and answers)
factorising quadratics (including difference of two squares) ( Examples, practice questions and answers)
solving 1, 2, 3 step equations ( Examples, practice questions and answers)
forming and solving equations ( Examples, practice questions and answers)
using Algebra to write expressions ( Examples, practice questions and answers)
Bumper PowerPoint including all topics for FDP for GCSE Higher.
Includes :
Conversion between FDP Starter
Multiplying Decimals Recap
Multiplying Decimals Practice and answers
Finding percentage of amounts using multiplication Recap AND Practice
Percentage increase and decrease (Examples, practice and answers)
Reverse Percentages (Examples, practice and answers)
Express one quantity as a percentage of another (Examples, practice and answers)
Recurring Decimals intro fractions (Examples, practice and answers)
Compound Interest (Examples, practice and answers)
Super 9 question grid - testing all the above with answers.
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 including everything you need to revise trigonometry with your higher GCSE edexcel Group.
Starts with basic trigonometry in right angle triangles, goes on to exact trig values and using them within a problem.
Sine rule and cosine rule are covered, as well as area of a triangle.
Trigonometry graphs are also covered.
Many different exercises withs answers included.
Can use parts of as a whole unit of work.
Powerpoint contains 120 slides , with multiple different activities within it.
Included card sorts, quick questions, exercises and notes.
If you have time please review my resources - thank you :)
Bumper Powerpoint covering all the ratio topics needed for Higher GCSE,
Writing ratio in the form N:1 or 1:n, including with fractions (Example, practice and Answers)
Simplifying ratio including scales , conversion of units (Example, practice and Answers)
Ratio as fractions (Example, practice and Answers)
Combining Ratios (Example, practice and Answers)
Changing Ratios (Example, practice and Answers)
Multiple Percentages and Ratio (Example, practice and Answers)
Sharing into Ratio (Example, practice and Answers)
Sharing into a ratio-Calculating with ratios when only part of the information is known (Example, practice, including bank robbery task and Answers)
Sharing a Ratio with fractions and percentages (Example, practice and Answers)
Sharing Ratio with Percentages (Example, practice and Answers)
Scale drawings (Example, practice and Answers)
Currency Conversion (Example, practice and Answers)
Similar triangles (Example, practice and Answers)
(11) Scale drawings (Example, practice and Answers)
12) Currency Conversion (Example, practice and Answers)
13) Similar triangles (Example, practice and Answers) could all be taught as mini-lessons as there are enough examples, questions and activities for that.)
If you have time please review my resources - thank you :)
Enhance your GCSE Foundation Maths revision with our selection of “First Halves” and “Second Halves” of Edexcel exam papers!
Our handpicked assortment of “First Halves” of exam papers provides an excellent platform for reinforcing foundational knowledge and identifying recurring question types. By mastering these basic concepts and practicing them through repetition, students can build their confidence and ensure they secure the ‘easy’ marks in their exam.
Additionally, our curated collection of “Second Halves” of exam papers is tailored to provide ample practice opportunities for the more challenging, complex, and wordy exam questions. These materials are specifically designed to prepare students for higher-level thinking and problem-solving, enabling them to tackle even the most difficult questions with ease.
Students aiming for a grade 4 level can strengthen their key skills and excel in their exams. Hoping to save teachers time collecting all of this together for easily available , quick and efficient revision.
all you will need for GCSE Higher algebra topics.
All topics contains a related starter, answers, animated examples , practice questions and answers. All types of questions are modelled in each topic to give comprehensive coverage.
the following topics are covered:
Topic 1: Solving linear equations (1,2,3,&4 Step)
Topic 2 : Forming & Solving Algebraic Expressions
Topic 3: Expanding (single & double)
Topic 4: Factorising (linear /single brackets)
Topic 5: Factorising Quadratics (including difference of two squares and coeffient or x squared >1)
Topic 6- Rearranging Formula
Topic 7: Solving by factorising
Topic 8: Solving by quadratic formula
Topic 9: Forming and solving
Topic 10: simplifying algebraic fractions
Topic 11: Adding and subtracting algebraic fractions
Topic 12: multiplying and dividing algebraic fractions
Topic 13: Solving algebraic fractions
Topic 14:Simultaneous Equations
Topic 15: Simultaneous Equations With Quadratics
Topic 16: Completing the square
Topic 17 :Worded quadratic questions