Description

Number and algebra

• Financial applications of geometric sequences and series
• Amortization
• Adding sinusoidal functions with same frequency but different phase shift angles
• Eigenvalues and eigenvectors

Functions

• Concept of a function
• The graph of a function
• Determine key features of graphs
• Cubic models
• Parameters of a model
• Sinusoidal models

Geometry and trigonometry

• Solving trigonometric equations
• Composition of matrices

Statistics and probability

• Probability of an event
• Combined events
• The binomial distribution
• The normal distribution
• Chi-squared test for independence
• The Poisson distribution
• Transition matrices, steady state and long term probabilities

Calculus

• Derivative interpreted as gradient function
• Derivatives of polynomial functions
• Local minimum and maximum points
• Phase portraits for coupled systems, future paths