Pure Mathematics with FP1 and FP2

Descrição

A-Levels Pure Mathematics Mapa Mental sobre Pure Mathematics with FP1 and FP2, criado por Alex Burden em 03-11-2014.
Alex Burden
Mapa Mental por Alex Burden, atualizado more than 1 year ago
Alex Burden
Criado por Alex Burden mais de 9 anos atrás
153
5

Resumo de Recurso

Pure Mathematics with FP1 and FP2
  1. Core 1
    1. Factor/Remainder Theorem
      1. If, when you factorise a quadratic equation, the remainder is 0 then this is the Factor Theorem.
        1. Use the factor theorem to factorise the polynomial 2x³ - 7x² - 28x - 12

          Anexos:

        2. The Remainder Theorem is when the remainder from factorising is not 0
          1. When x³ + ax² - x - 2 is divided by x - 4, the remainder of 74. Find the value of a

            Anexos:

        3. Binomial Expansion
          1. Surds
            1. Simultaneous Equations
              1. Coordinate Geometry
                1. Completing the Square
                  1. Differentiation from First Principles
                    1. Rules of Differentiation
                      1. Stationary/Turning Points
                        1. Normals and Tangents
                          1. Inequalities
                            1. Transformations
                              1. Lines and Curves
                                1. Roots of Equations
                                2. Core 2
                                  1. Logarithms
                                    1. Arithmetic Progressions
                                      1. Geometric Progressions
                                        1. Circles
                                          1. Trigonometry - Sine and Cosine Rule
                                            1. Trigonometry Equations
                                              1. Trigonometry Identities
                                                1. Radian Measure
                                                  1. Integration
                                                    1. Area Under a Curve
                                                      1. The Trapezium Rule
                                                      2. Core 3
                                                        1. Secx, Cosecx and Cotx
                                                          1. Pythagorean Identities
                                                            1. Exponential and Log Functions
                                                              1. Differentiating a Bracket
                                                                1. The Quotient Rule
                                                                  1. Differentiation of Inverse Trigonometry Functions
                                                                    1. Implicit Differentiation
                                                                      1. Parametric Differentiation
                                                                        1. Disproof by Counter Example
                                                                          1. Simpson's Rule
                                                                            1. Functions
                                                                              1. The Modulus Function
                                                                                1. Integration
                                                                                  1. Approximate Solutions
                                                                                    1. Multistep Transformations
                                                                                      1. Intersecting Lines and Curves
                                                                                        1. The Product Rule
                                                                                          1. Trigonometry Differentiation
                                                                                          2. FP1
                                                                                            1. Matrices

                                                                                              Anexos:

                                                                                              1. Row Reduction

                                                                                                Anexos:

                                                                                              2. Roots of Equations
                                                                                                1. Quadratic Equations

                                                                                                  Anexos:

                                                                                                  1. Cubic Equations

                                                                                                    Anexos:

                                                                                                  2. Complex Numbers

                                                                                                    Anexos:

                                                                                                    1. Number Systems

                                                                                                      Anexos:

                                                                                                      1. Differentiation

                                                                                                        Anexos:

                                                                                                        1. Isometry in the Plane

                                                                                                          Anexos:

                                                                                                          1. Mathematical Induction

                                                                                                            Anexos:

                                                                                                            1. Triangular Numbers

                                                                                                              Anexos:

                                                                                                            2. FP2
                                                                                                              1. Further Partial Fractions

                                                                                                                Anexos:

                                                                                                                1. Complex Numbers

                                                                                                                  Anexos:

                                                                                                                  1. Factor Formulae

                                                                                                                    Anotações:

                                                                                                                    • A+B=x        A-B=y To write a product as a sum/difference; - Write in descending order - A=sum     B=difference If cos2x+cos3x+cos4x, use factor formulae on 2 extreme angles and then factorise result with the middle

                                                                                                                    Anexos:

                                                                                                                    1. The t Formulae

                                                                                                                      Anexos:

                                                                                                                      1. Further Integration

                                                                                                                        Anexos:

                                                                                                                        1. General Solutions

                                                                                                                          Anexos:

                                                                                                                          1. Functions

                                                                                                                            Anexos:

                                                                                                                            1. Conics
                                                                                                                              1. Conic Sections
                                                                                                                                1. Properties of Conic Sections

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