Functions

Using GDC to solve simulataneous equations                    

Using GDC to solve polynomial (quadratic) equations

Coordinates, midpoints.  (Prior knowledge)      

Lengths of line segments (Prior Knowledge)

Intercepts, gradients of straight lines                                              

The graph y = mx + c

The graph ax + by = d;                                                               

Parallel and perpendicular lines (short week)

The concept of a function; domain, range,                                

Introduction to graphing on the GDC

Informal introduction to inverses,                                                

Understand that inverses exist for one-to-one functions only.

graphing polynomials, especially quadratics, and reciprocals;  

key attributes: vertex, intercepts, minima and maxima.

Graphing exponential and logarithmic graphs;                     

Key attributes: intercepts, asymptotes.

Symmetry, use of the vertex formula for quadratics;                  

Intersections of functions on the GDC

Modelling real life situations using functions of various types (excluding sinusoidal)

Linear graphs

Functions

Curved lines

Systems of equations