Discovering geometry michael serra 4th edition




















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Discovering geometry : an investigative approach Item Preview. EMBED for wordpress. Want more? Advanced embedding details, examples, and help! Discovering Geometry, An Investigative Approach by Michael Serra Includes index Geometric art -- Introducing geometry -- Reasoning in geometry -- Using tools of geometry -- Discovering and proving triangle properties -- Discovering and proving polygon properties -- Discovering and proving circle properties -- Transformations and tessellations -- Area -- The Pythagorean Theorem -- Volume -- Similarity -- Trigonometry -- Geometry as a mathematical system Discovering Geometry is designed so that you can be actively engaged as you learn geometry.

Students used traditional geometry tools along with patty paper, mirrors, string, balloons, and even Chinese take-out cartons. His students, working in cooperative groups, explained their reasoning behind their geometric discoveries first to their group mates and then to the entire class.

Michael developed his own classroom curriculum, field testing and refining the material until he saw success with his students and support from his colleagues. This material evolved into his innovative textbook, Discovering Geometry. Michael has been a mathematics educator for over 45 years.

He taught high school mathematics in San Francisco for more than 30 years, serving as a district mentor teacher to colleagues and as a master teacher to numerous student teachers. Michael was the lead presenter at the Discovering Geometry Summer Institutes and taught geometry to prospective elementary school teachers at San Francisco State University. Since , Michael has been offering professional development for teachers interested in pursuing a discovery approach to geometry.

He is a popular speaker at state, regional, and national mathematics conferences in more than 40 U. He was hired as a mathematics consultant to school systems in more than 25 states, the Department of Defense, and St.



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