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USING TECHNOLOGY TO ENHANCE THE LOCUS OF CRITICAL POINTS OF RATIONAL FUNCTIONS.
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- معلومة اضافية
- نبذة مختصرة :
The article discusses the use of dynamic geometry software to graph functions and their loci, giving students an opportunity to visualize the behavior of critical points in a family of functions. Students can formulate conjectures about the behavior of loci in more complex extensions, such as rational functions with a technological tool. Meanwhile, it identified predictable loci patterns for the critical points of polynomial functions of degree n>1 by visualizing a family of functions through the use of mathematical software, such as Maple.
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