Mathematical knowledge of training teachers in algebraic symbology
The use of symbols and letters in secondary education is considered one of the obstacles in learning algebra, justified by the almost nonexistent understanding of the manipulation of algebraic symbolism. This is one of the reasons that prompted the initiative for the development of forms of algebrai...
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Red de Investigadores Educativos Chihuahua AC
2019-10-01
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Online Access: | https://www.rediech.org/ojs/2017/index.php/ie_rie_rediech/article/view/506 |
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doaj-2ceb0cfb8bb64ad6919a3d028f43534b2020-11-25T01:29:10ZspaRed de Investigadores Educativos Chihuahua ACIE Revista de Investigación Educativa de la REDIECH2007-43362448-85502019-10-011019557010.33010/ie_rie_rediech.v10i19.506506Mathematical knowledge of training teachers in algebraic symbologyLilia Patricia Aké Tec0Universidad Autónoma de Querétaro, MéxicoThe use of symbols and letters in secondary education is considered one of the obstacles in learning algebra, justified by the almost nonexistent understanding of the manipulation of algebraic symbolism. This is one of the reasons that prompted the initiative for the development of forms of algebraic thinking in primary education, seeking to favor the transition to secondary school mathematics by explicitly explaining the algebraic nature of basic mathematics. However, this implies training teachers at this educational level to face this introduction and development. The qualitative and exploratory study reported provides evidence of the mathematical activity that future teachers in training perform when solving tasks that involve algebraic symbolism. Analysis criteria related to relational thinking and meaning of literals were used to describe and categorize said mathematical activity. The results indicate that future teachers resort more frequently to particular cases and specific operations to tackle the tasks. This implies a change in the mathematical framework that teachers develop during their training.https://www.rediech.org/ojs/2017/index.php/ie_rie_rediech/article/view/506 |
collection |
DOAJ |
language |
Spanish |
format |
Article |
sources |
DOAJ |
author |
Lilia Patricia Aké Tec |
spellingShingle |
Lilia Patricia Aké Tec Mathematical knowledge of training teachers in algebraic symbology IE Revista de Investigación Educativa de la REDIECH |
author_facet |
Lilia Patricia Aké Tec |
author_sort |
Lilia Patricia Aké Tec |
title |
Mathematical knowledge of training teachers in algebraic symbology |
title_short |
Mathematical knowledge of training teachers in algebraic symbology |
title_full |
Mathematical knowledge of training teachers in algebraic symbology |
title_fullStr |
Mathematical knowledge of training teachers in algebraic symbology |
title_full_unstemmed |
Mathematical knowledge of training teachers in algebraic symbology |
title_sort |
mathematical knowledge of training teachers in algebraic symbology |
publisher |
Red de Investigadores Educativos Chihuahua AC |
series |
IE Revista de Investigación Educativa de la REDIECH |
issn |
2007-4336 2448-8550 |
publishDate |
2019-10-01 |
description |
The use of symbols and letters in secondary education is considered one of the obstacles in learning algebra, justified by the almost nonexistent understanding of the manipulation of algebraic symbolism. This is one of the reasons that prompted the initiative for the development of forms of algebraic thinking in primary education, seeking to favor the transition to secondary school mathematics by explicitly explaining the algebraic nature of basic mathematics. However, this implies training teachers at this educational level to face this introduction and development. The qualitative and exploratory study reported provides evidence of the mathematical activity that future teachers in training perform when solving tasks that involve algebraic symbolism. Analysis criteria related to relational thinking and meaning of literals were used to describe and categorize said mathematical activity. The results indicate that future teachers resort more frequently to particular cases and specific operations to tackle the tasks. This implies a change in the mathematical framework that teachers develop during their training. |
url |
https://www.rediech.org/ojs/2017/index.php/ie_rie_rediech/article/view/506 |
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