Occurrences of Mathematical Modelling Competencies in the Nationally Set Examination for Mathematical Literacy in South Africa

Author(s):  
Mbulelo Bali ◽  
Cyril Julie ◽  
Monde Mbekwa
Pythagoras ◽  
2006 ◽  
Vol 0 (64) ◽  
Author(s):  
Bruce Brown ◽  
Marc Schäfer

The introduction of Mathematical Literacy into the Further Education and Training (FET) curriculum in South Africa has brought with it formidable challenges to teacher education in this field.  This paper attempts to unravel some pertinent issues arising in the training of Mathematical Literacy teachers, using an approach based on mathematical modelling. It does this by discussing the design and implementation of an ACE(ML), an Advanced Certificate in Education, specialising in Mathematical Literacy teaching.


PLoS ONE ◽  
2019 ◽  
Vol 14 (1) ◽  
pp. e0209320 ◽  
Author(s):  
Piotr Hippner ◽  
Tom Sumner ◽  
Rein MGJ Houben ◽  
Vicky Cardenas ◽  
Anna Vassall ◽  
...  

2011 ◽  
Vol 1 (1) ◽  
pp. 75-84
Author(s):  
Wanty Widjaja

The notion of mathematical literacy advocated by PISA (OECD, 2006) offers a broader conception for assessing mathematical competences and processes with the main focus on the relevant use of mathematics in life. This notion of mathematical literacy is closely connected to the notion of mathematical modelling whereby mathematics is put to solving real world problems. Indonesia has participated as a partner country in PISA since 2000. The PISA trends in mathematics from 2003 to 2009 revealed unsatisfactory mathematical literacy among 15-year-old students from Indonesia who lagged behind the average of OECD countries. In this paper, exemplary cases will be discussed to examine and to promote mathematical literacy at teacher education level. Lesson ideas and instruments were adapted from PISA released items 2006. The potential of such tasks will be discussed based on case studies of implementing these instruments with samples of pre-service teachers in Yogyakarta.


Author(s):  
Peter Frejd ◽  
Pauline Vos

This is a commentary on the ESM 2021 Special Issue on Innovations in Measuring and Fostering Mathematical Modelling Competencies. We have grouped the ten studies into three themes: competencies, fostering, and measuring. The first theme and the papers therein provide a platform to discuss the cognitivist backgrounds to the different conceptualizations of mathematical modelling competencies, based on the modelling cycle. We suggest theoretical widening through a competence continuum and enriching of the modelling cycle with overarching, analytic dimensions for creativity, tool use, metacognition, and so forth. The second theme and the papers therein showcase innovative ideas on fostering and on the definition and analysis thereof. These reveal the need for a social turn in modelling research in order to capture aspects of student collaboration and agency, as well as tensions in fostering when tasks are derived from real-world scenarios, but socio-mathematical norms come from the (pure) mathematics classroom. The third theme, measuring, and the papers therein offer insights into the challenges of positivist research that aims to develop innovative measurement instruments that are both reliable and valid, particularly in light of student group work, cultural background, and other socio-cultural aspects. Drawing on the three discussions, we go on to make recommendations for further research.


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