246. Current weather for the Moab Area.
The transformations you have seen in the past can also be used to move and resize graphs of functions. We will be examining the following changes to f (x): - f (x), f (-x), f (x) + k, f (x + k), kf (x), f (kx) reflections translations dilations. Reflections of Functions: -f (x) and f (-x)
A geometric transformation is any bijection of a set having some geometric structure to itself or another such set. Specifically, A geometric transformation is a function whose domain and range are sets of points. Most often the domain and range of a geometric transformation are both R 2 or both R 3. Often geometric transformations are required to be 1-1 functions, so that they have inverses.. The study of geometry may be approached via the study of these transformations.