Function Transformations
VIDEO: Horizontal and Vertical Translations of Functions Using f(x) Function Notation
This video reviews what a translation is. It shows how to use “f of x” style notation to translate a function both horizontally and vertically. I explain why
when you have a function translation like f(x-4) this is actually a shift 4 to the right, not 4 to the left.
PDF File: Printable document to take notes on “Horizontal and Vertical Translations of Functions Using f(x) Notation”
VIDEO: Exercises to Accompany “Horizontal and Vertical Translations of Functions Using f(x) Function Notation”_1
This video provides practice for the things presented in my video “Horizontal and Vertical Translations of Functions Using f(x) Notation”.
PDF File: Exercises to Accompany “Horizontal and Vertical Translations of Functions Using f(x) Function Notation”_1
VIDEO: Horizontal and Vertical Stretches/ Compressions of Functions Using f(x) Notation
This video looks at how to perform vertical and horizontal stretches and compressions of functions using the f(x) notation.
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PDF File: Printable document to take notes on Horizontal and Vertical Stretches/Compressions of Functions Using f(x) Notation”
Video: Exercises to Accompany Horizontal and Vertical Stretches/Compressions of Functions”_1
This video works through an exercises set to accompany my video “Horizontal and Vertical Stretches/Compressions of Functions Using f(x) Notation”
PDF File: Exercise worksheet to accompany the video “Horizontal and Vertical Stretches and Compressions of Functions Using f(x) Notation_1”
VIDEO: Horizontal and Vertical Reflections of Functions Using f(x) Notation
This video shows how to reflect (create a mirror image) of a function over a horizontal or vertical line.
PDF File: Printable document to take notes on “Horizontal and Vertical Reflections of Functions Using f(x) Notation”.
Exercises to Accompany “Horizontal and Vertical Reflections of Functions Using f(x) Function Notation_1”
This video performs reflections of functions over both horizontal and vertical lines. It follows my instructional video “Horizontal and Vertical Reflections of Functions Using f(x) Function Notation”.
PDF File: Exercise worksheet to accompany the video “Exercises to Accompany “Horizontal and Vertical Reflections of Functions Using f(x) Function Notation_1”