A full step by step lesson on Sine Rule, Cosine Rule and ARea of Triangles suing Sine.
These presentations go through:
The derivation of Sine Rule, Cosine Rule, and Area of Triangle Using Sine
They also show how Trigonometry could be employed in solving real life problems (Exam Style Questions).
This comprises steps to
complete the square using diagrams where a=1
complete the square where a>1
Solve quadratic equation by completing the square.
Carefully Animated lesson on Trigonometric graphs and how to transform trigonometric and other graphs.
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.
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.
Complete lessons on averages
It covers
-Mean, mode and median from raw data
Range is also done along side.
-using appropriate average to compare sets of data
-Mean, mode and median from frequency table
-Reverse and combine Mean
Linear Interpolation of Median, Quartiles and Percentiles from frequency table
deepen knowledge on how to use the concept of averages to solve exam style problems
This contains individual lessons on direct and indirect proportions with interactive activities on proportions.
Step by step explanation to application of proportions in real life.
Carefully Animated lesson on how to draw various 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 Reflect, Translate, Enlarge and Rotate Shapes.
It also covers how to describe transformation of shapes over the four main headings mentioned above.
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.
Carefully Animated lesson on Ratio.
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.
Enthuse your students with these interactive games.
Cover wide range of math concepts in a competitive learning atmosphere.
Very useful for recapping numerous topics from Number work, Algebra, Shapes & Space and Handling Data.
In this bundle you have all that you need to boost the enthusiasm of students in gaining deeper understanding of Circle Theorems.
Well simulated animation to fully engage students.
There are also proofs to bring life and meaning to explaining abstract concepts.
The lesson covers all the basic theorem and extend to intersecting chords, secants and tangents.
You also have interactive games, you can use to review the concepts .
Carefully Animated lesson on
Introduction to the concept of probability.
Experimental Probability and Relative Frequency
Sample Space Diagram
Tree Diagram with and without replacement
Probability without using tree diagram
Probability Problems involving algebra.
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.
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
In this presentation you have all that you need to engage and provoke deep thinking among students on expressions.
It covers
-simplifying expression by collecting like terms
-simplifying expression by using laws of indices
Expand and simplify brackets including trinomials
Factorise expressions including quadratics and difference of two squares
Substitution into linear and non linear expressions
Simplifying algebraic fractions
-deepen knowledge on how to solve exam style problems.
E.g., Perimeter of shapes