Mathematics Colloquium ~ September 13
How Many Ways Can You Solve a Quadratic Equation Visually? From the Greeks to 21st Century Technology
Understanding a quadratic equation and finding its solutions (roots) is an important part of thecurriculum where students encounter a rich domain of mathematics- including geometry, numbers (real and complex), and functions. Visualizing the solution of these equations is a valuable tool at any level. Starting with the Greek representation of the problem connected to finding areas and squares, Professor
Flashman will lead a tour through various visualizations including connections to graphs and mapping diagrams and concluding with his recent work on visualizing complex functions with 3 dimensional mapping diagrams using Geogebra.