In this slideshow you will learn how to distinguish between relations and functions both algebraically and graphically. You will also interpret function notation and evaluate functions presented using function notation. This is assumed knowledge from Grade 10.
In this slideshow you will learn about specific terminology used when graphing. This includes axes, intercepts, minimum and maximum points, and asymptotes. You will need to be comfortable drawing graphs by hand and using your GDC to assist you in finding various points on the curves. You will continue to practice drawing graphs over the two years. These slides are merely an introduction to graphing using the GDC.
Transformation of Functions Investigation
Domain and Range
Function basics
Inverse Functions
Functions Practice with Answers
IB Style Questions AISL with Markscheme
Functions: Overview and Types
Plotting functions
Transformation of Functions
Domain, Range, Composite and Inverse
2. 2 The concept of a function
2.2 Functions as models, inverse functions
2.3 Graphs of functions
2.4 Turning Points
2.4 Asymptotes, intersection points
AA 2.5 Composite Functions
AA 2.5 Inverse Functions
AA 2.8 Reciprocal function and rational
AA 2.10 Analytical Methods
AA 2.10 Graphical Methods
AA 2.11 Translations
AA 2.11 Stretches
AA 2.11 Reflections
AA 2.11 Composite Transformations
Features of Graphs
Transformation of Graphs
Composite Function Example
Inverse Function Example