Rethinking task design for the digital age: A framework for language teaching and learning in a synchronous online  environment

Abstract In recent years, in Nepal, while some languages of the nation are on the verge of extinction, some foreign languages (such as Japanese, Korean, Chinese) are emerging as new attractions among the youths and adults and are widely taught in the marketplaces through the private sector initiative. Against this backdrop, in this article, we have examined the current foreign language teaching and learning situation drawing on qualitative empirical data obtained from the institutes involved in foreign language instruction in a city in Gandaki Province of Nepal. The data were collected from a survey in forty institutes, ten individual interviews and five focus group discussions. Drawing on the data, an ecological model was adopted, which focused on dynamic interaction, co-existence, and competition among languages, and findings were discussed in line with these aspects of ecological understanding. Findings revealed that learning foreign languages has been established as a conduit towards economic gains and opportunities for employment and education, which has largely been contributory towards reshaping the ecological relationship among the foreign languages in Nepal.

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Designing Tasks for a Dynamic Online Environment: Applying Research into Students’ Difficulties with Linear Equations

Mathematics ◽

10.3390/math9050557 ◽

2021 ◽

Vol 9 (5) ◽

pp. 557

Author(s):

Morten Elkjær ◽

Uffe Thomas Jankvist

Keyword(s):

Design Theory ◽

Teaching And Learning ◽

Linear Equations ◽

Task Design ◽

Tree Structure ◽

Learning Trajectory ◽

Variation Theory ◽

Online Environment ◽

School Students ◽

Personalised Learning

Despite almost half a century of research into students’ difficulties with solving linear equations, these difficulties persist in everyday mathematics classes around the world. Furthermore, the difficulties reported decades ago are the same ones that persist today. With the immense number of dynamic online environments for mathematics teaching and learning that are emerging today, we are presented with a perhaps unique opportunity to do something about this. This study sets out to apply the research on lower secondary school students’ difficulties with equation solving, in order to eventually inform students’ personalised learning through a specific task design in a particular dynamic online environment (matematikfessor.dk). In doing so, task design theory is applied, particularly variation theory. The final design we present consists of eleven general equation types—ten types of arithmetical equations and one type of algebraic equation—and a broad range of variations of these, embedded in a potential learning-trajectory-tree structure. Besides establishing this tree structure, the main theoretical contribution of the study and the task design we present is the detailed treatment of the category of arithmetical equations, which also involves a new distinction between simplified and non-simplified arithmetical equations.

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