1. Inequalities
  -The manipulation and solution of algebraic inequalities and inequations, including those
  involving the modulus sign.    

2. Series
  -Summation of simple finite series using the method of differences. 

3. Further Complex Numbers
  -Euler’s relation
  -De Moivre’s theorem and its application to trigonometric identities and to roots of a complex
   number. 
  -Loci and regions in the Argand diagram.
  -Elementary transformations from the z-plane to the w-plane.

4. First Order Differential Equations
  -Further solution of first order differential equations with separable variables. 

5. Second Order Differential Equations

6. Maclaurin and Taylor series
  -Third and higher order derivatives.
  -Derivation and use of Maclaurin series.
  -Derivation and use of Taylor series.
  -Use of Taylor series method for series solutions of differential equations.

7. Polar Coordinates