๐๏ธ The imaginary constant
Imaginary and complex numbers are based around a single letter, which
๐๏ธ Complex numbers
A complex number is a number which contains both an imaginary part and a *real
๐๏ธ Adding complex numbers
To add complex numbers, you simply add together the real parts and add together
๐๏ธ Subtracting complex numbers
To subtract complex numbers, you simply subtract the real parts and subtract the
๐๏ธ Multiplying a complex number by a real number
When multiplying a complex number by an integer, you multiply both the real part
๐๏ธ Complex conjugate
A complex conjugate pair is a pair of two complex numbers which are
๐๏ธ Multiplying a complex number by its conjugate
In the same way that multiplying a bracket involving a surd by the conjugate
๐๏ธ Dividing complex numbers
To divide by a complex number, we can first make the denominator real.
๐๏ธ Complex solutions to polynomials
๐๏ธ Factorising polynomials with complex roots
Factor theorem
๐๏ธ Relationship of roots and coefficients of a quadratic
The roots in polynomials are closely linked to the coefficients of that