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Are your students disengaged and find maths boring? Then you are in the right place for interactive lessons to bring maths alive. Here, you will find scaffolding examples with colour coordinated animation to boost enthusiasm of students. Start your lessons from basic concepts to thought provoking typical exam style questions.

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Are your students disengaged and find maths boring? Then you are in the right place for interactive lessons to bring maths alive. Here, you will find scaffolding examples with colour coordinated animation to boost enthusiasm of students. Start your lessons from basic concepts to thought provoking typical exam style questions.
Vectors 2 - Vectors with Ratio
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Vectors 2 - Vectors with Ratio

(1)
This is an excellent presentation on Vectors with ratio. Well simulated animation to fully engage students. It covers: understanding ratio of line segment ratio with vectors scaffolding presentation on how to answer exams style questions on vectors involving ratio.
Vectors
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Vectors

6 Resources
These bundle resources contain all that you need from introduction to vectors to solving complex vector problems. They cover: Introduction to vectors vectors and ratio proof of why two vectors are parallel how to use vector algebra to explain why two vectors for a straight line. Solving complex problems and forming equations from vectors to solve problems
Compound Units or Measure 2 - Density, Mass and Volume
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Compound Units or Measure 2 - Density, Mass and Volume

(0)
Complete step by step explanation of Compound Measure - Density, Mass and Volume 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.
Averages from Raw Data
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Averages from Raw Data

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In this presentation you have all that you need to engage and provoke deep thinking among students on finding averages from raw data. It covers -Mean, mode and median from raw data Range is also done along side. -deepen knowledge on how to use the concept of averages to solve exam style problems -using appropriate average to compare sets of data. application of averages in real life
Prime Factorisation, HCF and LCM
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Prime Factorisation, HCF and LCM

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Here is another thought provoking lesson presentation using coordinated animations to arouse and boost enthusiasm of learners. It covers: Two ways of completing prime factorisation. How to use prime factorisation and Venn diagram to work out HCF and LCM of numbers. How to use index laws to calculate HCF and LCM of numbers of 2 or 3 numbers An exam style problem solving questions
Lowest Common Multiple (LCM)
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Lowest Common Multiple (LCM)

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Another engaging lesson presentation using coordinated animations to arouse and boost enthusiasm of learners. It covers: How to listing multiples of numbers How to identify an immediate multiple of a number after a given non multiple number How to use listing of multiples to find the LCM of 2 or 3 numbers An exam style problem solving questions
Grade 9 Top Maths Problems
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Grade 9 Top Maths Problems

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5 Carefully animated presentation on Grade 9 problem solving Maths related problems to extend and stretch the gifted and talented students in mathematics. These presentations help to break down the problem, thus make maths alive in the solution process. very good for visual learners These presentation will revive and promote enthusiasm of students, improve their analytical approach to solving in problems The Length of Band around 3 circle problem Relative real life percentage problem Cosine Problem Change in volume of water in cylinder as spheres are dropped problem Area of shaded portion problem
Inverse Functions
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Inverse Functions

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Here is another thought provoking lesson presentation using coordinated animations to clearly illustrate the steps to finding inverse functions. Excellent for all kinds of learners especially visual learners. It covers: Linear Functions Exponential function Non-Linear function An application problem solving question
Rearranging Formulae or Change of Subject
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Rearranging Formulae or Change of Subject

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Here, you have an excellent lesson presentation using animations to simplify and show processes of rearranging formula. It covers: Linear rearranging of formula. Non-linear rearranging of formula An exam style problem solving questions
Functions and Rearranging Formulae
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Functions and Rearranging Formulae

4 Resources
Here, you have all that you will need to cover functions with inter-dependent lessons. Lessons are structured in sequential form with scaffolding examples to arouse and provoke deep thinking in your students. Change of subject or Rearranging Formulae Inverse Functions - using knowledge of change of subject to find inverse functions. Composite Functions - Numeric substitution to evaluate composite functions Composite Functions - Algebraic approach. In each lesson, there is an application or real life exam style problem solving questions at the end.
Highest Common Factor (HCF)
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Highest Common Factor (HCF)

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This is powerful lesson presentation using coordinated animations to arouse and boost enthusiasm of learners. It covers: How to listing factors of numbers How to use listing of factors to find the HCF of 2 or 3 numbers How to find HCF of letters (Algebra) An exam style problem solving questions
Numeric Composite Functions
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Numeric Composite Functions

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Here is another thought provoking lesson presentation using coordinated animations to arouse and boost enthusiasm of learners. It covers composite function,specifically on numeric substitution It covers functions like: fg(x), gf(x), ff(x), fgh(x), f(x) =g(x) etc. using integers to evaluate the functions An exam style real life problem solving question
Composite Function - Algebraic Version
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Composite Function - Algebraic Version

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This is the second part of numeric composite function in which we focus on algebraic substitution. Another thought provoking lesson presentation using coordinated animations to arouse and boost enthusiasm of learners. It covers functions like: fg(x), gf(x), ff(x), fgh(x), f(x) =g(x) etc. using expressions to create composite functions An exam style real life problem solving question