scholarly journals Designing and evaluating an online course to support transition to university mathematics

Author(s):  
George Kinnear ◽  
Anna K. Wood ◽  
Richard Gratwick
Author(s):  
Núria Escudero-Viladoms ◽  
Teresa Sancho-Vinuesa

employed as a collaborative tool or as a medium of artistic or social criticism, has been introduced in a mathematics course for online pre-engineering students. The objective of this innovation is to integrate the communication and the subject’s contents and to check whether a better level of communication between students and professors improves the acquisition of basic mathematical competencies. As a result of this study, we put forward a model for the analysis of the online interaction, as well as a classification of students in relation to the use of the communication tool.


2021 ◽  
Author(s):  
George Kinnear

Prompting learners to generate examples has been proposed as an effective way of developing understanding of a new concept. However, empirical support for this approach is lacking. This article presents two empirical studies on the use of example-generation tasks in an online course in introductory university mathematics. The first study compares the effectiveness of a task prompting learners to generate examples of increasing and decreasing sequences, with a task inviting them to classify given examples; it also investigates the effectiveness of different sequences of generation and classification tasks. The second study replicates the investigation of interactions between generation and classification tasks. The findings suggest that there is little difference between the two types of task, in terms of students' ability to answer later questions about the concept.


2018 ◽  
Vol 16 (2) ◽  
pp. 16
Author(s):  
Alexander Capes ◽  
Peter Rowlett

To inform discussion about content for the first year of undergraduate mathematics, a study was completed which reviewed: the A-level Mathematics specification; published literature on the transition from A-level to university mathematics; the second and third year curricula of modules at three English universities with different foci. This aimed to investigate what students might reasonably be expected to have covered when they arrive at university, what happens in practice at the transition to university, and the role of the first year as preparation for later study. Content suggestions focus on calculus, linear algebra and analysis as core topics. There is also evidence of the need to focus on students' understanding of where formulae and solutions originated as well as their ability to produce pieces of academic and mathematical writing. Findings also include suggestion that what happens in the first year, while similar between institutions, does depend on the overall focus of the degree programme.


2012 ◽  
Author(s):  
Taylor R. Saunders ◽  
Julia Housiaux ◽  
Nathanael G. Mitchell

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