however, use the transformation of the graph of a function to give meaning to the transformation of a function. We can describe transformed functions using language that refers to the values of the function inputs and outputs. For example
The Teaching of Transformation Geometry in Grade Eight: A Search for Aptitude-Treatment Interactionsdoi:10.2307/27539799Jack Rowell and Helen MansfieldJournal of Educational Research
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Transformation vs. Non-Transformation Tenth-Grade Geometry: Effects on Retention of Geometry and on Transfer in Eleventh-Grade Mathematics. The study investigated and compared the effects of a transformation and a non-transformation approach to tenth grade geometry on retention of geometry and ... AP...
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