Complete step by step explanation of Drawing Histogram (Frequency Density – Histogram with unequal class Interval), with variety of scaffolding examples to complex exam style problems. Carefully animated lessons to deepen understanding and provoke deep thinking. Drawing of histogram with unequal class interval Estimating median from histogram Estimating quartiles and interquartile range from histogram.

Complete step by step guide on how to use incomplete frequency table and histogram to fill in missing information. Different exam style problems carefully explained with excellent animations to deepen understanding and provoke deep thinking. Using incomplete tables and graphs to fill in missing information. Finding total of observation from histogram given frequency of one class. Estimating number of observations within given range on histogram.

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 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.

Complete step by step explanation of Compound Measure - Pressure, Force and Area with variety of scaffolding examples to complex exam style problems. Carefully animated lessons to help students pull out details from questions and use appropriate concepts to solve them.

Complete step by step explanation of Compound Measure – Speed Distance and Time with variety of scaffolding examples to complex exam style problems. Carefully animated lessons to help students pull out details from questions and use appropriate concepts to solve them.

In this presentation you have all that you need to engage and provoke deep thinking among students on how to solve linear equation. It covers: simple two step equation equations with simple fractions Equations involving brackets equations with same unknown on both sides how to form and solve equation Fractional equations

All that you need to develop understanding on how to form and solve equations. It covers questions relating to : area and perimeter of shapes angles of shapes worded problems

This is useful for those who find the algebraic approach to proportions difficult. direct and inverse proportions involving two variables direct proportions involving three variables inverse proportions involving three variables direct and inverse proportions involving three variables

In this presentation you have all that you need to engage and provoke deep thinking among students on factorising simple and complex quadratic expressions. It covers -factorising typical qudratic expressions where the coefficient of x squared is 1 -two methods of factorising typical qudratic expressions where the coefficient of x squared is more than 1 -factorising difference of two squares -deepen knowledge on how to solve exam style problems. E.g.,Using substitution and factorising to simpliy expressions

In this presentation you have all that you need to engage and provoke deep thinking among students on Expanding Brackets. It covers -Expanding single brackets -Expanding and simplify two sets of single brackets -Expand and simplify binomials using FOIL method -Expanding and simplifying Trinomials It also help deepen knowledge on how to solve exam style problems. E.g., Area of shaded portion of shapes

In this presentation you have all that you need to engage and provoke deep thinking among students on Reverse and Combined Mean. It covers how to answer questions involving Reverse Mean How to answer questions on Combined Mean -How to solve to solve exam style problems involving Reverse and Combined Mean • application of Reverse and Combined Mean in real life

In this presentation you have all that you need to engage and provoke deep thinking among students on Interpolation. It covers using Linear Interpolation to estimate Median from frequency table using Linear Interpolation to estimate Quartiles and Percentiles from frequency table

Angles facts: - angles around a point -angles on a straight line - basic circle theorem, -angles in triangles and quadrilaterals

In this presentation, you will be able to: -know the formula for calculating volume of spheres and hemisphere -extend their knowledge to calculate volume of composite solids solve exam style questions

Application of decimals in real life Functional skills Multiple choice questions on decimals

This is an excellent presentation on Parallel Line Vectors. Well simulated animation to fully engage students. It covers: understanding how to know that two vectors are parallel how to use vector algebra to proof that two vectors are parallel scaffolding presentation on how to answer exams style questions on vectors involving proofs that two vectors are parallel.

Application of fractions in real life Functional skills Multiple choice questions on fractions