An introduction to some of the functions of the Casio series of graphical calculators
Covers surds, indices, inequalities, quadratics, factor and remainder theorems, and functions
covers applications of differentiation including finding and classifying stationary points and studying connected rates of change.
From the basics of the arithmetic of complex numbers, to polar form, Demoivre's theorem and Cardano's method for solving cubics
Pythagoras, transformations and parametric curves
Linear first and second order ordinary differential equations & non-linear first order ordinary differential equations
from polynomials to trig and exponential functions, substitution and by parts methods
Covering basic algebra of matrices, geometric interpretation and special matrices, determinants, eigenvectors and eigenvalues and the Cayley Hamilton theorem
Covering iteration, Newton-Raphson and numerical integration techniques
Covering summation notation, arithmetic, geometric and binomial series
