A short explanation of Euler's Number, how it's calculated and where you are likely to use it.

Starting from how to write a Complex Number in Polar Form, you will work through a logical journey resulting in you using the De Moivre's Theorem to prove both Trignometric Identities and to solve and to find the roots of equations. 

Understanding what an Imaginary Number is, is essential before 1: diving into Complex Numbers, as…

Three Algebraic Formula students are expected to know and use regularly can be beautifully modelled.…

The Theorem of Pythagoras

Understanding hole Numbers and Mathematical Operations is that absolute foundation of mathematics.

Values are not always equal or only equal.  In mathematics, we represent this relationship with inequalities.

Understanding Prime and Composite numbers, Factors, Prime Factors, Perfect Squares and Perfect Cubes will set an incredibly strong foundation with mathematics for Algebra and beyond.

Give yourself the best possible advantage for the study of Algebra by being 100% comfortable with Indices, Surds and Radical Numbers.