Graphing Project #2 (Module 3) Summer 2017 - College Algebra MAC 1105 Name Graphing Assignment Piecewise Functions and Transformations of Functions

Graphing Project #2 (Module 3) Summer 2017 - College...

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College Algebra MAC 1105 Name ____________________________ Graphing Assignment – Piecewise Functions and Transformations of Functions 1.Graph the piecewise function f(x)={Domain (interval notation):___________________ Range (interval notation): ____________________ 2 x 1 x < 2 5 x≥ 2 using a minimum of 4 points. 2. Graph f ( x ) =( x 4 ) 3 + 1 by transforming the parent function using a minimum of 4 points. Graph the parent function as a dashed line and the transformed function as a solid line. Parent Function Transformed Function The graph moves ____ units RIGHT or LEFT or NONE (Circle one) The graph moves ____ units UP or DOWN or NONE (Circle one) The graph is reflected over the X-AXIS or Y-AXIS or NONE (Circle one) Domain of transformed function (interval notation):___________________
Range of transformed function (interval notation): ____________________=3.Graph f(x)=−x7by transforming the parent function using a minimum of 4 points. Graph the parent function as a dashed line and the transformed function as a solid line. Parent Function Transformed Function The graph moves ____ units RIGHT or LEFT or NONE (Circle one) The graph moves ____ units UP or DOWN or NONE (Circle one) The graph is reflected over the X-AXIS or Y-AXIS or NONE (Circle one)Domain of transformed function (interval notation):_______________Range of transformed function (interval notation): ________________ 4.Graph the function y=f(x+2)3using the graph of the given function.The graph moves ____ units RIGHT or LEFT or NONE (Circle one) The graph moves ____ units UP or DOWN or NONE (Circle one) The graph is reflected over the X-AXIS or Y-AXIS or NONE (Circle one)
Domain of transformed function (interval notation):_______________ Range of transformed function (interval notation): ________________

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