This presentation aims to teach students the strategies needed for problem solving questions.

Introduction to parametric equation and graph

Use these interactive game to engage students in answering thinking skills and problem solving questions. Rules: Divide the class into two groups Click on question mark (?) to reveal a question. Click on Answer to reveal an answer. Click return button to take you back to the original slide. Click on the letter to remove a tile once a correct answer is given. NB: use this answer sheet so you DON’T reveal and answer if it is wrong. This is to give groups the chance to try that question again. At the end, if no one gets the catchphrase, just click on the smiley face at the bottom to reveal the catchphrase.

In this presentation, you will be able to: -know the formula for calculating volume of pyramids and cones -extend their knowledge to calculate volume of frustum -solve exam style questions

In this presentation, you will be able to: -identify the features of Prisms -to calculate volume of prisms -solve exam style questions

In this presentation, you will be able to: -understand the derivation of volume of cuboid formula -calculate missing length of a cuboid given the volume and two dimensions -convert volume measure from one unit to the other -understand that volume can also be attributed to amount of liquid/capacity of a container or bottle -solve exam style questions

You will know the features of a linear sequence; generate the nth term; list few terms and know the application of sequence in real life.

This lesson uses step by stem animation to help provide scaffolding guide to solve quadratic equations by completing the square. It also explains how to find the minimum turning points and sketch quadratic functions.

You will know the features of a quadratic sequence; generate the nth term; list few terms and know the application of sequences in real life.

This lesson uses step by stem animation to help provide scaffolding guide to completing the square of harder quadratic expressions. It also elaborates how to find the minimum turning points of quadratic functions using completing the square.

Carefully animated lesson on how to draw Cumulative Frequency Curve how to draw box plot from Cumulative Frequency Curve how to compare Cumulative Frequency Curves This presentation is very useful for visual learners.

Carefully Animated lesson on how to draw quadratic graphs. This presentation show both the calculator and non calculator method. Excellent animation to bring life in delivering maths concepts, accessible to all. This presentation will boost your confidence and enthusiasm in maths.

Carefully Animated lesson on how to draw and sketch cubic graphs. Excellent animation to bring life in delivering maths concepts, accessible to all. This presentation will boost your confidence and enthusiasm in maths.

Carefully Animated lesson on how to draw Reciprocal Graphs Excellent animation to bring life in delivering maths concepts, accessible to all. This presentation will boost your confidence and enthusiasm in maths.

Carefully Animated lesson on how to draw Exponential Graphs. It also covers calculations involving exponential functions. Excellent animation to bring life in delivering maths concepts, accessible to all. This presentation will boost your confidence and enthusiasm in maths.

This presentation is to introduce to you a new and unique way to solve quadratic equation using Difference of Two Squares. The presentation is carefully animated using colour coordination to arouse the interest of Visual Learners. This method is very useful for solving complex quadratic equations without using calculator, thereby giving answers in surd form where appropriate.

Carefully animated lesson on how to reflect and describe reflection of shapes. Excellent animation to bring life in delivering maths concepts, accessible to all. This presentation will boost your confidence and enthusiasm in maths. Very useful for audio visual learners.