Learn Exquisite Mathematics at your fingertips.

Become a Mathematics Genius.

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Learn Exquisite Mathematics at your fingertips.

What You Will Learn!

  • Fractions, Decimals & Percentages
  • Angles and Polygons
  • Algebraic Manipulation, Equations and Inequalities
  • Straight Line Graphs
  • Indices, Standard Form, Factors, Multiples & Ratio
  • Sets & Probability
  • Algebraic Fractions, Simultaneous Equations & Formulae
  • Pythagoras' Theorem & Trigonometry
  • Averages & Presenting Data
  • Graphs - Real Life, Quadratic, Inequality, Parallel & Perpendicular
  • Transformations
  • Estimating & measurements
  • Quadratic Expressions & Equations
  • Circle Theorems
  • Proportion & Indices
  • Sets & Probability 2
  • Sequences
  • Fractions, Decimals & Percentages 2
  • Further Graphs
  • Area, Surface Area & Volume
  • Functions, Further Simultaneous Equations and Proofs
  • Transforming Graphs, Gradients and Differentiation
  • Vectors
  • Histograms & Probability
  • Surds
  • Further Pythagoras' and Trigonometry
  • Algebraic Fractions

Description

This course consists of topics (well explained) in Mathematics that students find hard. It would consist of videos (lectures), past papers, sample answers, and explanations to all their various questions.

The topics have a range from -

1. Algebra

2. Data and Statistics

3. Equations (linear or non - linear), algebraic equations, simultaneous equations etc...

4. Functions

5. Vectors

6. Pythagoras Theorem and Trigonometry

7. Graphs

You will find interactive and self - explanatory resources that will aid your education and make it better and better. There will be past paper questions to answer that you can carry out in your own time and at your own diligent pace. I will also be working through sample questions to show you how to carry out your working in specific questions and how to attain and achieve top marks.


Structure of the Course -

1. A lecture that provides you with a basic foundation to start the topic. These lectures would include, me giving you a basic overview of the topic, with - in depth explanations to questions and taking you through the topic slowly and steadily.

2. Past Papers aimed at giving you a different perspective and to provide you with the type of questions that might come up in your examinations.

3. Other Interactive Resources

4. Sample Questions and answers

5. Working outs for harder and more complex questions.

Who Should Attend!

  • The course should be purchased and supervised by parents who are, >18.
  • Should be learned by students from Years 10-11.

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Tags

  • Math

Subscribers

0

Lectures

8

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