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Sixth Grade Mathematics Teachers in Transition: A Case Study
Unformatted Document Text:  unexpected responses from their students. Coping with these issues in the classroom pushed their knowledge, perspectives, and practices beyond what they had experienced before and provided a rich set of experiences on which to reflect. Subsequent revisions to each learning activity completed the intended cycles of analytical thinking about their teaching practices. Implications for Professional Development We found the following professional development activities to be critical in effecting significant change for these two teachers. A vital role of professional development is to facilitate and support these activities. 1) Teachers need to engage in the entire process of design, implementation, reflection, and revision of instructional materials in their own classrooms. It is not sufficient for teachers to see this process modeled in a professional development workshop/institute. They must be involved in all phases in this process. 2) Learning activities and curricula must be designed to complement teachers’ current textbook materials and standards, yet be adaptable in more than one way to meet differing needs. The key to this adaptability is to design activities that connect multiple concepts. Pedagogically, this allows for multiple entry points and multiple extensions. Mathematically, this maximizes the impact of each activity. 3) Reflections must focus on comparisons of actual experiences with different teaching practices. It is not enough for a teacher to compare a learning experience in a professional development institute/workshop to his or her current teaching experiences. It is the implementation of alternative teaching practices that sheds new light on current teaching practices, hence fueling the reflective process in a powerful way. References Becker, J. R. & Pence, B. J. (2003). Classroom coaching as a collaborative activity in professional development. In A. Peter-Koop et al. (Eds.) Collaboration in teacher education: Examples from the context of mathematics education (pp. 71-83). Dordrecht: Kluwer. Farmer, J. D., Gerretson, H., & Lassak, M. (2003). What teachers take from professional development: Cases and implications. Journal of Mathematics Teacher Education, 6, 331-360. Loucks-Horsley, S., Hewson, P. W., Love, N., & Stiles, K.E, (1998). Designing professional development for teachers of science and mathematics, Thousand Oaks, CA: Corwin Press. Murata, A. & Takahashi, A. (2002). Vehicle to connect theory, research, and practice: How teacher thinking changes in district-level lesson study in Japan. In D. S. Mewborn et al. (Eds.), Proceedings of the twenty-fourth annual meeting of the North American chapter of the International Group for the Psychology of Mathematics Education (Vol. 4, pp. 1879-1888). Athens, GA. RAND Mathematics Study Panel (2003). Mathematics proficiency for all students: Toward a strategic research and development program in mathematics education. Santa Monica, CA: RAND. Tzur, R., Simon, M. A., Heinz, K. & Kinzel, M. (2001). An account of a teacher's perspective on learning and teaching mathematics: Implications for teacher development. Journal of Mathematics Teacher Education, 4, 227-254.

Authors: Bergthold, Trisha. and Roddick, Cheryl.
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unexpected responses from their students. Coping with these issues in the classroom pushed
their knowledge, perspectives, and practices beyond what they had experienced before and
provided a rich set of experiences on which to reflect. Subsequent revisions to each learning
activity completed the intended cycles of analytical thinking about their teaching practices.
Implications for Professional Development
We found the following professional development activities to be critical in effecting
significant change for these two teachers. A vital role of professional development is to facilitate
and support these activities.
1) Teachers need to engage in the entire process of design, implementation, reflection, and
revision of instructional materials in their own classrooms. It is not sufficient for teachers to see
this process modeled in a professional development workshop/institute. They must be involved
in all phases in this process.
2) Learning activities and curricula must be designed to complement teachers’ current
textbook materials and standards, yet be adaptable in more than one way to meet differing needs.
The key to this adaptability is to design activities that connect multiple concepts. Pedagogically,
this allows for multiple entry points and multiple extensions. Mathematically, this maximizes
the impact of each activity.
3) Reflections must focus on comparisons of actual experiences with different teaching
practices. It is not enough for a teacher to compare a learning experience in a professional
development institute/workshop to his or her current teaching experiences. It is the
implementation of alternative teaching practices that sheds new light on current teaching
practices, hence fueling the reflective process in a powerful way.
References
Becker, J. R. & Pence, B. J. (2003). Classroom coaching as a collaborative activity in
professional development. In A. Peter-Koop et al. (Eds.) Collaboration in teacher
education: Examples from the context of mathematics education
(pp. 71-83). Dordrecht:
Kluwer.
Farmer, J. D., Gerretson, H., & Lassak, M. (2003). What teachers take from professional
development: Cases and implications. Journal of Mathematics Teacher Education, 6, 331-
360.
Loucks-Horsley, S., Hewson, P. W., Love, N., & Stiles, K.E, (1998). Designing professional
development for teachers of science and mathematics, Thousand Oaks, CA: Corwin Press.
Murata, A. & Takahashi, A. (2002). Vehicle to connect theory, research, and practice: How
teacher thinking changes in district-level lesson study in Japan. In D. S. Mewborn et al.
(Eds.), Proceedings of the twenty-fourth annual meeting of the North American chapter of
the International Group for the Psychology of Mathematics Education
(Vol. 4, pp. 1879-
1888). Athens, GA.
RAND Mathematics Study Panel (2003). Mathematics proficiency for all students: Toward a
strategic research and development program in mathematics education. Santa Monica, CA:
RAND.
Tzur, R., Simon, M. A., Heinz, K. & Kinzel, M. (2001). An account of a teacher's perspective
on learning and teaching mathematics: Implications for teacher development. Journal of
Mathematics Teacher Education, 4
, 227-254.


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