C3

Beschreibung

Mindmap am C3, erstellt von Solomon Cotton am 14/04/2014.
Solomon Cotton
Mindmap von Solomon Cotton, aktualisiert more than 1 year ago
Solomon Cotton
Erstellt von Solomon Cotton vor etwa 10 Jahre
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Zusammenfassung der Ressource

C3
  1. Ln, Exponential Change and Differentiation
    1. e & ln
      1. Exponential Growth and Decay
        1. Differentiation of e^kx & of lnx
          1. The Product Rule
            1. The Quotient Rule
              1. Connection Between dy/dx and dx/dy
                1. Rates of Change
                2. Transformations
                  1. Single Transformations
                    1. Composite Transformations
                    2. Modulus Function
                      1. Modulus Graphs
                        1. Modulus Equations
                          1. Modulus Inequalities
                          2. Trigonometry
                            1. Cosec, Sec and Cot
                              1. Pythagorean Identities
                                1. Sum & Difference Formulae
                                  1. Double Angle Formulae
                                    1. asinx + bcosx
                                      1. Trig Identities
                                        1. Inverse Trig Function
                                        2. Numerical Methods
                                          1. Graphical Locations of Roots
                                            1. Simpson's Rule
                                            2. Integration
                                              1. Integration of e^kx and 1/x
                                                1. Integration by Linear Substitution
                                                  1. Volumes of Revolution
                                                    1. About the y & x axes
                                                      1. Between Two Curves
                                                    2. Functions
                                                      1. Mappings, Domain and Range
                                                        1. Composite Functions
                                                          1. Inverse Functions
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