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Additional Resources

From KNILT

Resources

  • Alper, L., D. Fendel, S. Fraser, and D. Resek. (1996). Problem-Based Mathematics- Not Just for the College-Bound. Educational Leadership, 53(8), 18-21.
  • Erickson, D. K.(1999). A Problem-Based Approach to Mathematics Instruction. Mathematics Teacher, 92(6), 516-521.
  • Hiebert, J., et al.(1996). Problem Solving as a Basis for Reform in Curriculum and Instruction: The Case of Mathematics. Educational Researcher, 25(4), 12-21.
  • Kwon, O. N., J. S. Park, & J. H. Park. (2006). Cultivating Divergent Thinking in Mathematics through an Open-Ended Approach. Asia Pacific Education Review, 7(1), 51-61.
  • Murray, H., A. Olivier, & P. Human. (1998). Learning through Problem Solving. University of Stellenbosch, South Africa, July, 18p.
  • Murray, J. (2006). Talking Maths. Mathematics Teaching Incorporating Micromath, 199 , 15-17.
  • Prawat, R. S. (1997). Problematizing Dewey's Views of Problem Solving: A Reply to Hiebert et al.. Educational Researcher, 26(2), 19-21.
  • Roh, K. H.(2003). Problem-Based Learning in Mathematics. ERIC Digest. www.eric.ed.gov
  • Smith III, J. P. (1997). Problems with problematizing mathematics: A Reply to Hiebert et al.. Educational Researcher, 26(2), 22-24.
  • Stepien, W. & S. Gallagher.(1993). Problem-Based Learing: As Authentic as It Gets. Educational Leadership, 50(7), 25-28.
  • Stepien, W., S. Gallagher, & D. Workman. (1993). Problem-Based Learning for Traditional and Interdisciplinary Classrooms. Journal for the Education of the Gifted, 16(4), 338-357.
  • Trafton,P. R.& C. Midgett. (2001). Learning through Problems: A Powerful Approach to Teaching Mathematics. Teaching Children Mathematics, 7(9), 532-36.
  • Ward, J. & C. Lee. (2002). A Review of Problem-Based Learning. Journal of Family and Consumer Sciences Education, 20(1), 16-26.


Other Resources

Course Links

Problem-Based Learning in Math

Joanne's Portfolio Page

Unit I: What is Problem-Based Learning?

Unit II: Teacher & Student Roles

Unit III: Planning & Activities