The idea of optimised mathematics.
MATHEMATICS MADE EASY FOR PRIMARY AND SECONDARY SCHOOL STUDENTS.
Mathematics made easy Ebook
This book is the culmination of year of research, experience, student feedback, a tireless search for better methods and a desire to make maths easy.
This has taken fifteen years. In that time, my students have a 95% success rate, a greater understanding of maths, no misery or pain because maths is ‘boring’, their self-respect and pride has returned and of course, they see the world in a new, mathematical way.
They also realise that learning doesn’t have to be painful and it is possible to learn something that may appear to be difficult with ease and in relatively little time.
The method I have created is one that is holistic, containning as few methods as possible, subliminal, so that you learn advanced maths as you are doing the fundamentals, algebraic, meaning you think along abstract lines without initially realising, and joyful, because you can do things you hitherto thought impossible.
While reading this book, one question will constantly return to your mind. ‘WHY DON’T THEY TEACH THIS AT SCHOOL?’ I've been asked this many times, and there are variety of answers For now for you, you have in your hand the guide and passport to unlocking the secrets of maths and becoming one of its better uses.
You will be able to do things that will impress your friends, family, teachers and most of all yourself. Take it on, be inspired, use the method for you and be a success!
Get this book, as a student and see how you will become a mathematician.
Parents Get it for your children, Help your children career when it comes to mathematics, Help them to Overcome mathematics phobia, Encourage them with this book and trust me, you will come here to give testimony.
BOOK CONTENT.
New method for times table.
What blanket mean 2 x 2 digit numbers.
3 × 3 digit numbers.
Bigger numbers.
What multiplication is for.
What is division.
what is division part 2.
Three types of division.
Less straight forward division.
The third rule of maths So-called long division Introduction to fractions.
Addition of fractions.
Subtraction of fractions.
Multiplication of fractions.
Dividing fractions.
Mixed numbers.
Division of mixed numbers .
Addition of mixed numbers.
Ultra fast ways of adding and subtracting fractions decimals.
Key change effects.
Reverse situation taking the key change effect further.
Division of decimals.
Percentages in a minute.
Finding a Percentage of Any Number.
Calculate Percentages Mentally. Useful percentages.
Calculating Discounts.
Real Life example - using the Multiplier in reality.
Reverse Percentage.
Compound Interest.
The Flip Side.
Fast calculation of compound interest.
Depreciation - the reverse of Compound Interest.
Writing A Division As A Percentage.
Introduction to Negative Numbers. Everyday life.
Multiplying Negative Numbers.
Division of Negative Numbers.
Final Problem.
Introduction to Squaring & Area.
Squaring is called ‘Squaring'.
The Squaring System.
Calculation of Areas.
A New Angle.
Introduction to Cubing.
How Engines Work.
Use of Letters.
Volumes of Other Shapes.
Introduction to Indices.
Indices - In A Minute.
Second Rule.
Third Rule. Fourth Rule.
Fifth Rule of Indices.
The Sixth Rule.
Rule 7 of Indices.
Algebraic Indices.
Surds.
Rationalising The Denominator.
Introduction to Standard Form.
Standard Form - The Short Way of Writing Large Numbers.
Standard Form for Small Numbers.
Multiplying Numbers In Standard Form.
Dividing Numbers In Standard Form.
Typical Example Question.
Further Examples of use of Standard Form in Science.
Introduction to Logarithms What Are Logarithms? Touch Base Logarithms in everyday life The Rules of Logarithms.
Introduction & Puzzles Hints Solutions
Introduction to Sequences.
Sequences - In A Minute
Non-linear Sequences
A Man Called Al Child, 12, Amazes Teacher Example Questions Introduction to Gradient What Is Gradient? The Equation of A Straight Line Calculating the Gradient and ‘Cut Other Straight Line Graphs Introduction to Simultaneous Equations Simultaneous Equations Type 2 Algebra Type 3 Algebra What We’re Doing This For Real-Life Example of Simultaneous Equations Simultaneous Equations - School Style Introduction to Quadratic Equations Multiplying Brackets Factorising Multiplying - In A Minute. What We’re Doing This For Solving A Quadratic. Non-factorisable Quadratics. Any Type of Quadratic. Another Example. Completing the Square. A Closer Look At The Quadratic Formula. What Multiplying Two Expressions Together Will Give. Why Is it Called ‘Completing The Square'?. Secondary Solutions Using Sine To Find the Area of A Triangle The Other Two Sides of The Triangle Putting Our Values To Use 2 The Relationship Between Sine, Cosine, Tangent, Gradient Reverse of Sine A New Angle Pythagoras’ theorem Special Situation Reverse Situation The Pythagorean Theorem Is Not Just For Triangles Once Introduction to Sine & Cosine Rules The Sine Rule Right-Angled Triangles One Situation Remains - The Cosine Rule Derivation of Cosine Rule Exam Technique.
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