Search results

Jump to navigation Jump to search
  • {{Title|Teachers' and Researchers' Beliefs About the Development of Algebraic Reasoning}} ...ng precedes verbal problem solving and arithmetic skills strictly preceded algebraic skills, was contrasted with the Verbal Precedence Model of development, whi
    3 KB (322 words) - 03:36, 16 July 2016
  • {{Title|Early Algebra and Algebraic Reasoning}} * Why Algebraic Reasoning?
    3 KB (397 words) - 21:43, 27 May 2015
  • <li>[[Kaput (2008)|What Is Algebra? What Is Algebraic Reasoning?]] by [[James Kaput|James J. Kaput]]</li> <li>[[Mason (2008)|Making Use of Children's Powers to Produce Algebraic Thinking]] by [[John Mason]]</li>
    4 KB (502 words) - 21:01, 17 May 2015
  • ...t|Kaput, J. J.]] (2008). [[Kaput (2008)|What is algebra? What is algebraic reasoning?]] In [[James Kaput|J. J. Kaput]], [[David Carraher|D. W. Carraher]], & [[M
    337 bytes (47 words) - 03:20, 20 November 2013
  • ...al story behind story problems: Effects of representations on quantitative reasoning]]. ''[[Journal of the Learning Sciences]], 13''(2), 129–164. http://doi.o ...JRME|Teachers' and researchers' beliefs about the development of algebraic reasoning]]. ''[[Journal for Research in Mathematics Education]], 31''(2), 168–190.
    927 bytes (105 words) - 23:22, 15 July 2016
  • ...al story behind story problems: Effects of representations on quantitative reasoning]]. ''[[Journal of the Learning Sciences]], 13''(2), 129–164. http://doi.o ...JRME|Teachers' and researchers' beliefs about the development of algebraic reasoning]]. ''[[Journal for Research in Mathematics Education]], 31''(2), 168–190.
    1 KB (148 words) - 23:21, 15 July 2016
  • {{Title|Connections Between Generalizing and Justifying: Students' Reasoning with Linear Relationships}} The article ''Connections Between Generalizing and Justifying: Students' Reasoning with Linear Relationships'' was written by [[Amy Ellis]] and published in t
    3 KB (390 words) - 00:40, 16 November 2013
  • ...A. D.]] (2007). [[Carraher & Schliemann (2007)|Early algebra and algebraic reasoning]]. In F. K. Lester (Ed.), [[Second handbook of research on mathematics teac
    1 KB (125 words) - 09:01, 30 November 2012
  • ...A. D.]] (2007). [[Carraher & Schliemann (2007)|Early algebra and algebraic reasoning]]. In [[Frank Lester|F. K. Lester]] (Ed.), ''[[Second handbook of research
    1 KB (137 words) - 03:36, 20 November 2013
  • ...algebraic reasoning, and symbolic problem-solving develops prior to verbal reasoning. High school teachers were most likely to hold the symbol-precedence view a
    3 KB (349 words) - 04:29, 16 July 2016
  • * Geometry and Spatial Reasoning *** Coordinates and Spatial Reasoning
    3 KB (372 words) - 02:28, 20 November 2013
  • ...ical Reasoning in Grades K-12 (1999 NCTM Yearbook)|Developing Mathematical Reasoning in Grades K-12]] (1999) ...nking and Reasoning With Data and Chance (2006 NCTM Yearbook)|Thinking and Reasoning With Data and Chance]] (2006)
    9 KB (1,044 words) - 16:02, 26 June 2021
  • <li>[[Lamon (2007)|Rational Numbers and Proportional Reasoning: Toward a Theoretical Framework for Research]] by [[Susan Lamon|Susan J. La <li>[[Carraher & Schliemann (2007)|Early Algebra and Algebraic Reasoning]] by [[David Carraher|David W. Carraher]] and [[Analúcia Schliemann|Analú
    6 KB (796 words) - 21:29, 27 May 2015
  • ...|Stacey & MacGregor|1999}}) that can interfere with the development of the algebraic thinking that is usually needed to solve word problems. Some (but not all) ...students will have more difficulty solving a word problem than solving an algebraic equation that represents the same mathematics without the words. Because of
    24 KB (3,603 words) - 22:29, 30 January 2018
  • <li>[[Eisenmann & Even (2009)|Similarities and differences in the types of algebraic activities in two classes taught by the same teacher]] by [[Tammy Eisenmann ...ffie & Mather (2009)|Middle school mathematics teachers’ use of curricular reasoning in a collaborative professional development project]] by [[Amy Roth McDuffi
    18 KB (2,187 words) - 21:03, 17 May 2015
  • ...and learning of content &mdash; and how does this work demand mathematical reasoning, insight, understanding, and skill? Instead of starting with the curriculum ...uare. It may not be all that important for students to understand both the algebraic and geometric ways of representing this problem, but a teacher needs to kno
    11 KB (1,562 words) - 21:40, 29 May 2021