A Level Maths Notes

A Level Maths Notes: C4

Differentiation – Product, Quotient and Chain Rules	Trigonometry
Converting Parametric Equations to Cartesian Form	Differential Equations – Separating Variables
Finding the Vector Equation of a Line Passing Through Two Given Points	Integrating when x and y are in Parametric Form
Parametric Coordinates – Equations of Tangents and Normals	The General Binomial Theorem
Angles Between Vectors and Lines	Changing Between Cartesian and Vector Forms of Equations of Lines in Three Dimensions
Finding the Equation of a Plane From Three Points	Finding the Equation of a Perpendicular to a Plane Passing Through a Given Point
Finding the Equation Passing Through a Given Point Perpendicular to a Given Vector	Finding The Line of Intersection of Two Planes
Finding the Point of Intersection of Two Lines in Three Dimensions	Partial Fractions
Partial Fractions - Examples	The Logistic Equation
Long division of Polynomials	Interval of Convergence of Partial Fractions
Integrating Quotients of Algebraic Expressions	Integrating Reciprocals of Linear Expressions By Rearrangement
The Product of Two Binomial Expansions	Differentiating Exponentials When the Base is Not e
Implicit Differentiation	Integration By Parts
Integration By Substitution	Rates of Change
Solids or Volumes of Revolution	The Trapezium Rule
The Factor Theorem	The Binomial Theorem and Estimation
The Remainder Theorem	Proving Trigonometric Identities
Finding the Minimum Distance Between A Point and a Line	Finding the Point of Intersection of a Line With a Plane
Integrating Products of Multiple Angle Trigonometric Formulae

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