to recognize the graph of a function which is obtainable from a standard function by geometrical transformations.to algebraically express a function which is obtainable from a standard function by geometrical transformations.to graph a function which is obtainable from a standard function by geometrical transformations.Examples of these transformations are investigated.Īfter working through these materials, the student should be able Types of geometrical transformations and get the algebraic representation of Objectives: In constructing graphs of functions, a very useful technique is to work with a collection of standard functions and then apply a variety of geometrical techniques to transform the graph of the standard function into the graph of the desired function. Antiderivatives / Geometric Transformation of Functions
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