A Level Maths Notes

A Level Maths Notes: FP1

Summation of Series and Telescoping Series	Manipulation of Factorials
Standard Expressions for Sums of Powers of Integers	Factorising Polynomials With Complex Roots
Finding the Equations of Tangents and Normals to Parametric Curves	Multiplying and Dividing Complex Numbers
Parametric Coordinates – Converting Between Rectangular or Cartesian and Parametric Form	Argand Diagrams – Polar and Coordinate Forms of Complex Numbers
Properties of Summation	Series – Standard Expressions for Sums of Powers of Integers
Solving Differential Equations – The Integrating Factor Method	Summation of Polynomial Series
The Fundamental Theorem of Algebra	The Newton Raphson Method of Finding Roots Equations
Transforming Differential Equations	Integration on Polar Coordinates
Solving More Advanced Inequalities	Linear Interpolation
Solving Second Order Linear Homogeneous Differential Equations	Algebraic Method For Finding the Square Roots of Complex Numbers
Solving Second Order Linear Non – Homogeneous Differential Equations	Advanced Inequalities
Finding the Area Between Two Curves in Polar Coordinates	Finding Turning Points of Polar Curves
Integration in Polar Coordinates	Proof by Induction
The Definition of Constant Coefficient Linear Homogeneous, Linear Non Homogeneous, Non Linear Homogeneous and Non Linear Non Homogeneous Second Order Differential Equations	Sketching Curves in Polar Coordinates
Roots of Polynomial Equations With Real Coefficients
Transforming a Non Separable into a Separable Differential Equation	2x2 Matrices – Sums, Products, Determinants and Inverses
Recurrence Relations and Closed Forms	Transforming and Solving Non Linear, Non Homogeneous Differential Equations

Home Maths and Physics Notes Home A Level Maths Notes Home

Student Forum Tutor Agency