Mathematics Teacher Education Training for Quality School Teachers: An Assessment of Mathematics Teaching Needs of Preservice Teachers’

2020 ◽  
Vol 24 (04) ◽  
pp. 2538-2547 ◽  
Author(s):  
Ibrahim Muhammad Alhaji ◽  
Wun Thiam Yew ◽  
Nordin Abd Razak
2018 ◽  
Vol 11 (2) ◽  
pp. 211-222 ◽  
Author(s):  
Limin Jao

This paper describes a mathematics task inspired by a children’s storybook, The Important Book by Margaret Wise Brown, and how secondary mathematics preservice teachers’ (PSTs’) experiences with this reform-based task influenced their development as educators. Findings suggest that PSTs enjoyed the opportunity to be creative and make connections to personal experiences. Engaging in this writing task also affected PSTs’ development as mathematics teachers as it allowed them to think more broadly about mathematics teaching and see the value in reform-based approaches for teaching.


Mathematics ◽  
2021 ◽  
Vol 9 (22) ◽  
pp. 2842
Author(s):  
Ji-Eun Lee ◽  
Woong Lim

This study presents an analysis of 95 lesson play scripts—hypothetical dialogues between the teacher and a student—written by 32 preservice teachers (PSTs). Writing lesson scripts was part of the assessment design activities to elicit and respond to students’ thinking. The findings present the types and frequencies of teacher talks/moves in fraction-related tasks during a stage of lesson plays, such as launch, active elicitation, and closure. Our analysis indicates a wide range in the number of turns taken by the PSTs, while there is little correlation between the number of turns and effectiveness at eliciting and responding to student thinking. The study also confirmed that some unproductive talk moves were still present in the lesson play context, although the PSTs had plenty of time to craft a script. This study drew implications of PSTs’ prior perceptions, experiences, knowledge, and needs in mathematics teacher education regarding the ways to create learning opportunities for them to elicit and respond to student thinking.


2017 ◽  
Author(s):  
Jeremiah (Remi) Kalir

This study reports upon design-based research that enacted mobile mathematics learning for preservice teachers across classroom, community, and online settings. The integration of mobile learning within mathematics teacher education is understudied, and it is necessary to better understand mobile technology affordances when locating disciplinary inquiry across settings. A curriculum module was designed to support preservice teachers’ participation in two mathematics education and mobile learning repertoires: a) mobile investigation of disciplinary concepts situated in community locations and circumstances, and b) mobile interpretation of connections between school and everyday mathematics. This exploratory case study analyzes three module iterations and identifies the qualities of preservice teachers’ cross-setting disciplinary connections. Reported mobile learning outcomes include connections preservice teachers produced among mathematics concepts, mathematical actions, and material objects, and also connections produced between school mathematics and everyday circumstances. Findings indicate preservice teachers established disciplinary connections when participating in commercial and civic activities relevant to their daily lives. Yet other mathematics concepts and practices were either seldom investigated, only vaguely described, or not representative of K-12 students’ interests and cultures. Design recommendations and implications are suggested for subsequent attempts at situating preservice teacher learning outside of the mathematics teacher education classroom and across multiple settings through mobile learning.


2018 ◽  
Vol 7 (1) ◽  
pp. 60-85
Author(s):  
Ziv Feldman ◽  
Matt B. Roscoe

The literature has shown that preservice elementary school teachers (PSTs) struggle to adequately attend to a number's multiplicative structure to determine divisibility. This study describes an intervention aimed at strengthening preservice and in-service teachers' procedural knowledge with respect to using a number's prime factorization to identify its factors, and presents evidence of the impact of the intervention. Results point toward improved abilities to use a number's prime factorization to sort factors and nonfactors across four factor subtypes, to create factor lists, and to construct numbers with particular divisibility properties. Implications for mathematics teacher education include providing speci_ c materials and strategies for strengthening preservice and in-service teachers' procedural knowledge.


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