Read your relevant specification here to know what you have to learn. We currently have the following maths notes on A-Level Maths Further Pure 2 (FP2). (These notes are in alphabetical order to make it easier to find the specific one)

- Finding Equations of Asymptotes
- Integration in Polar Coordinates
- Loci Defined by Differences of Arguments
- Odd and Even Functions
- Sketching Curves Involving Quotients of Linear Factors
- Calculation of Curvature – Examples
- Conditions for Convergence to a Root Using Iteration Formulae
- Conic Sections – Circles, Ellipses, Parabolae and Hyperbolae
- Derivation of the Curvature Formulae
- Differentiating Inverse Trigonometric Functions
- Eccentricity
- Ellipses
- Expressingin the Formor
- Finding Bounds for an Integral
- Finding the Intrinsic Equation of a Curve from the Curvature or Radius of Curvature
- FP2 NOTES START HERE
- Hyperbolae
- Inequalities Involving Integrals and Series
- Integrals – Reduction Formulae
- Integrating Expressions Involving Reciprocals of Sums of Trigonometric Functions Using the Substitution
- Integrating Inverse Hyperbolic Trigonometric Functions
- Integrating Reciprocal Trigonometric and Hyperbolic Functions
- Integrating Reciprocals of Square Roots of Quadratics
- Inverting the Hyperbolic Trigonometric Formulae
- Maclaurin Series – Summary
- Points of Inflexion
- Proof By Induction
- Proving Divisibility With Induction
- Proving Hyperbolic Double Angle Trigonometric Formulae
- Proving Multiple Angle Hyperbolic Trigonometric Formulae
- Sketching Graphs of y Squared
- Solving Constant Coefficient Linear Second Order Homogeneous Equations
- Solving Constant Coefficient Linear Second Order Homogeneous Equations – Examples
- Solving Hyperbolic Trigonometric Equations (1)
- Solving Hyperbolic Trigonometric Equations (2)
- Summary of The Rules for Finding Partial Fractions
- Surfaces of Revolution
- Symmetries in Polar Graphs
- Taylor Series Method for Solving Second Order Homogeneous Differential Equations
- Taylor Series Method for Solving Second Order Non – Homogeneous Differential Equations
- The Exponential Trigonometric Functions – A Summary
- The Length of a Curve
- The Parabola
- The Relationship Between the Roots and Coefficients of Polynomials

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