Carefully animated lesson using diagrams to explain completing the square. This is the introduction using pictorial representation to support algebraic approach to explain the concept of completing the square.

Complete lesson on how to use substitution to solve quadratic and linear simultaneous equations. It covers: Linear and quadratic equations Linear and equation of circle

Use this Resources to prepare your students to develop their Fluency, Reasoning and Problem Solving skills in 3D Pythagoras. AO1 questions will test students’ memory of recalling conceptual facts. AO2 questions will present a scenario and ask students to apply the correct maths but will still be in the same context of topic. AO3 questions will present a problem and leave the student to solve it. Generally cross reference topics questions.

Use these Resources to prepare your students to develop their Fluency, Reasoning and Problem Solving skills in 3D Pythagoras. Fluency questions will test students’ memory of recalling conceptual facts. Reasoning questions will present a scenario and ask students to apply the correct maths but will still be in the same context of topic. Problem Solving questions will present a problem and leave the students to solve it. Generally cross reference topics questions.

Understanding units of Measurements and their applications -Working with temperature Working with volume and other units Working with Time ( Time table for Bus Schedules) Others

Algebra, Inequality, sketching of graphs, sloving quadratics by factorising, identifying roots of functions.

Step by step guide to calculating Compound Percentage. The presentation differentiates between Compound growth and compound decay. It also covers reverse compounding and finding the missing number of years. Well animated presentation providing support for less able students. Students will understand and be able to spot compound growth and decay questions and answer them appropriately.

Step by step guide to calculating reverse in percentage. It gives clues as to how to spot reverse percentage problems. This presentation focuses on using the multiplier method. Well animated presentation providing support for less able students. Students will understand and know how to quickly calculate the multipliers from given questions and use them to calculate reverse percentages.

Step by step guide to calculating percentage of amount. Percentage decomposition method. Well animated presentation providing support for less able students. Students will understand and know how to quickly calculate mentally: 10% 5% 2.5% 1% 50% 25% 20% They will then use combination of the above rules to calculate any percentage in non calculator exam paper.

Step by step guide to calculating variety of percentage problems without using calculator. It provides table to help students spot: Normal increase in percentage Reverse percentage Change in percentage Compound percentage This presentation focuses on equipping students with skills and strategies to solve variety of percentage problems in non exam calculator paper. Well animated presentation providing support for less able students.

Step by step guide to calculating increase and decrease in percentage. This presentation focuses on using the multiplier method. Well animated presentation providing support for less able students. Students will understand and know how to quickly calculate the multiplier for increase and decrease in percentage from given questions the multiplier to calculate increase and decrease in percentage.

Step by step guide to calculating percentage change and repeated percentage change. Apart from percentage change formula, this presentation focuses on using the multiplier to calculate repeated percentage change. Well animated presentation providing support for less able students. Students will understand and know how to use the multiplier to calculate repeated percentage change.

In this presentation you have all that you need to engage and provoke deep thinking among students on finding averages from frequency table. It covers -Mean, mode and median from frequency table -deepen knowledge on how to solve exam style problems • application of averages in real life

Simplifying like terms and factorizing linear and quadratic expressions.

Expanding single and double brackets.

This is a step by step explanation to the GCSE exam question that has boggled the minds of many students and teachers alike. Using geometric reasoning , Area of Sector, Triangle and Segments to decompose problems into simple geometric questions.