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Stamping Functions: A Technology Immune Technology Enabled Problem within an Action on Objects Framework.
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Michael Connell, University of Houston-Downtown, United States ; Sergei Abramovich, State University of New York at Potsdam, United States
Society for Information Technology & Teacher Education International Conference, in Austin, TX, United States ISBN 978-1-939797-27-8 Publisher: Association for the Advancement of Computing in Education (AACE), Waynesville, NC USA
Abstract
This paper illustrates how the notion of Technology Immune Technology Enabled (TITE) problems (Abramovich, 2014), in this case an exploration of variations in surface area we refer to as Stamping Functions , might be incorporated into a K-6 mathematics methods class operating within an Action on Objects framework (Connell, 2001). TITE problems have been developed and explored to a great degree at the secondary level. This paper will draw upon student work samples, observations and comments to show how the AoO framework enabled an application of TITE problem types into the elementary teacher education curriculum. The content thus developed includes equivalent functions, multiple representations, and explorations going far beyond what traditional paper and pencil approaches at the elementary level would allow.
Citation
Connell, M. & Abramovich, S. (2017). Stamping Functions: A Technology Immune Technology Enabled Problem within an Action on Objects Framework. In P. Resta & S. Smith (Eds.), Proceedings of Society for Information Technology & Teacher Education International Conference (pp. 1907-1913). Austin, TX, United States: Association for the Advancement of Computing in Education (AACE). Retrieved August 14, 2024 from https://www.learntechlib.org/primary/p/177480/.
© 2017 Association for the Advancement of Computing in Education (AACE)
References
View References & Citations Map- Abramovich, S. (2015). Mathematical problem posing as a link between algorithmic thinking and conceptual knowledge. The Teaching of Mathematics, 18(2), 45-60.
- Abramovich, S. (2014). Computational Experiment Approach to Advanced Secondary Mathematics Curriculum. Dordrecht, The Netherlands: Springer.-1912-SITE 2017-Austin, TX, United States, March 5-9, 2017
- Abramovich, S., and Connell, M.L. (2016). Sociocultural aspects of the impact of computing technology on the preparation of K-12 mathematics teachers. In I.S. Gibbs (Ed.), Teacher Education: Assessment, Impact and Social Perspectives (pp. 41-75). New York: Nova Science Publishers.
- Abramovich, S., & Connell, M.L. (2014). Using technology in elementary teacher education: A sociocultural perspective. ISRN (International Scholarly Research Network) Education, Article ID 245146, 9 pages, .
- Connell, M. & Abramovich, S. (2016). Promoting Technology Uses in the Elementary Mathematics Classroom: Lessons in Pedagogy from Zoltan Dienes. Journal of Educational Media and Hypermedia. 25(3) 213-227.
- Connell, M.L., Abramovich, S, & Sack, J. (2015). Teaching and learning mathematics in technology intensive classrooms. In Nath, J.L., & Chen, I. Technology in the classroom: For now and the future. Dubuque, IA: KendallHunt Publishing Company (pp. 73-92).
- Connell, M.L (2001). Actions upon objects: A metaphor for technology enhanced mathematics instruction. In D. Tooke & N. Henderson (Eds). Using information technology in mathematics (pp. 143-171). Binghamton,
- Connell, M.L. & Bounieav, M. (1996). Constructivism and SSDMA-Implications of Two Learning Theories on Technology Use in Mathematics Teacher Education. In D. Willis, B. Robin, & J. Willis (Eds.), Technology and Teacher Education Annual 1996 (pp. 202-207). Charlottesville, VA:Association for the Advancement of
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