Bibliography
Black, P., & Wiliam, D. (1998). Inside the Black Box; Raising Standards through Classroom Assessment. Phi Delta Kappan, 139-148.
Boaler, J. (1999). Participation, Knowledge and Beliefs: A community Perspecittve on Mathematics Learning. In Educational Studies in Mathematics (pp. 259-281). Kluwer Academic Publishers.
Bridge to College Mathematics Curriculum Guide. (n.d.). Office of Superintendent of Public Instruction, Washington.
Doyle, Resnick, & Stein, G. a. (1991). Levels of Cognitive Demand. the Professional Standards for Teaching Mathematics.
Dweck, C. (2008). Mindsets and Math/Science Achievement. New York: Carnegie Corporation of New York.
Heibert, J., & Grouws, D. A. (2007). The Effects of Classroom Teaching on Students’ Learning. In F. K. Lester, Second Handbook of Research on Mathematics Teaching and Learning: A Project of the Nacional Council of Teachers of Mathematics (pp. 371-404). IAP.
Humphries, C., & Parker, R. (2015). Making Number Talks Matter. Stenhouse Publishers.
Lang, J. M. (2013). Why Don’t They Apply What They’ve Learned. The Chronicle of Higher Education, 1-15.
Lublin, J. (2003). Deep, surface and strategic approaches to learning. Retrieved from University College Dublin Center for Teaching and Learning: Good Practices in Teaching and Learning: http://inspire.rcs.ac.uk/pluginfile.php?
Making Decisions; Classroom Norms. (n.d.). Retrieved from http://mathforum.org/brap/wrap2/resources.html
Middleton, J. A., Tallman, M. A., Hatfield, N., & Davis, O. (2015, April). Taking the Severe out of Perseverance: Strategies for Building Mathematical Determination. Retrieved from Spencer Foundation: http:http://www.spencer.org/sites/default/files/pdfs/middleton_tallman_hatfield_davis_mip_0415.pdf
Morris, A. K., & Hiebert, J. (2011). Creating Shared Insturctional Products: An Alternative Approach to Improving Teaching. Educational Researcher, 5-14.
Oehetman, M., & Carlson, M. :. (2008). Foundational Reasoning Abilities that Promote Choerence in Studetns’ Function Understanding. Making the connection: rEsearch and practice in undergraduate mathematics, 27-42.
Peretz, D. (2006, Nov). Teaching for Understanding for Teaching. For the Learning of Mathematics, pp. 24-29, 38.
Quay, L. (2010). Higher Standards for All: Implications of the Common Core for Equity in Education. Berkely: University of California, Berkely Law School.
Rillero, P., & Padgett, H. (2012). Supporting Deep Conceptual Learning. the Journal, 37-40.
Star, J. R. (2015, April 15). When Not to Persevere Nuances Related to Perseverance in Mathematical Problem Solving. Retrieved from spencer foundation: http://spencer.org/resources/content/4/3/4/documents/star_mip_0415.pdf
University, G. (n.d.). Clerc Center; Information and Resources; Info to Go; Transition to Adulthood; Portfolios for Student Growth. Retrieved from Portfolios for Student Growth: An overview and Teacher/Staff Guide.
Wees, D. (n.d.). Ten Formative Assessment Strategies. Retrieved from You Cubed: http://davidwees.com/content/formative-assesment