Using the Calculator as a Support to Generate a Meaning for Self-learning Division
Using the Calculator as a Support to Generate a Meaning for Self-learning Division
参考文献15
-
1Aebli, H. (1991). Learning to learn (pp. 151-175). In Teaching factors that help the autodidactic learning. Madrid: Narcea.
-
2Becker, J., 8 Varelas, M. (1995). Assisting construction: The role of the teacher in assisting the-learner's construction of preexisting cultural knowledge (pp. 433-446). In L. Steffe, & J. Gale (Eds.), Constructivism in education. Hillsdale, New Jersey: Lawrence Erlbaum Associates.
-
3Carraher, D. W. (1990). Understanding the division: Algorithm from new perspectives (pp. 215-222). In Proceeding of the 14th National Board of Science and Technology. Government of The State of Morelos, IBM Mexico and Educative Mathematics of the Research Centre and Advanced Studies of the IPN.
-
4Carrol, W., & Porter, D. (1998). Alternative algorithms for whole-number operations (pp. 106-114). In L. J. Morrow, & M. J. Kenney (Eds.), The teaching and learning of algorithms in school mathematics. USA: The National Council of Teachers of Mathematics.
-
5Carter, A., & Fleener, M. (2002). Exploring the teacher's role in developing autonomy (pp. 819-829). In D. Mewborn, P. Sztajn, D. White, H. Wiegel, R. Bryant, & K. Nooney (Eds.), Proceedings of the Twenty-Fourth Annual Meeting: North American Chapter of the International Group for the Psychology of Mathematics Education (Vol. 2). Columbus, O. H.: Clearinghouse on Science, Mathematics and Environmental Education.
-
6Coil, C., & Martin, E. (1999). Evaluation of the learning in the scholar curricula: A constructivist perspective. In The constructivism in the classroom (pp. 163-183). Barcelona: Gra6.
-
7Danielson, C., & Abrutyn, L. (2000). Introduction to the learning evidence inside the classroom. M6xico: Fondo de Cultura Econ6mica.
-
8Fischbein, E., Deri, M., Nello, M., & Marino, M. (1985). The role of implicit models in solving verbal problems in multiplication and division. Journal for Research in Mathematics Education, 16(1), 3-17. Georgia: The National Council of Teachers of Mathematics.
-
9Flickiger, A. (2005). Macro-situation and numerical knowledge building: The role of pupils' didactic memory in classroom interactions. Educational Studies in Mathematics, 59, 59-84. Dordrecht: Kluwer Academic.
-
10Galvo, A., & Labres, S. (2006). Exploring the role played by the remainder in the solution of division problems (pp. 153-160). In J. Novotn, H. Moraov, M. Krtk, & N. Stehlikov (Eds.), Proceedings of 30th Conference of the International Group for the Psychology of Mathematics Education (Vol. 5). Prague: Federal University of Pernambuco.
-
1绝望的生鱼片.自我评估,测试一下你的素质[J].电脑乐园,2009,1(5):20-20.
-
2姜建华,赵长林.信息安全的自我评估[J].网管员世界,2011(23):27-27.
-
310Key Calculator[J].数字家庭,2008(7):33-33.
-
4Robin Craft-Jones.Gaming Narratives as Frameworks for Writing Self-assessments[J].Journalism and Mass Communication,2013,3(9):585-594. 被引量:1
-
5王冬.为客户和伙伴创造新价值[J].信息化纵横,2008(11):23-23.
-
6林宁.CMM软件产业的规范之路[J].中国计算机用户,2002(2):29-29.
-
7《智能制造能力成熟度模型白皮书》发布[J].今日印刷,2016,0(12):2-2. 被引量:1
-
8Jan Genci.Knowledge assessment-practical example in testing[J].通讯和计算机(中英文版),2009,6(8):65-69.
-
9King.CMM自我评估[J].中文信息(程序春秋),2002(3):15-17.
-
10新禾.自我评估与自主保护——信息安全保障(IA)的基石[J].网络安全技术与应用,2003(10):14-17.