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Showing papers on "Meaningful learning published in 1987"


Journal ArticleDOI
TL;DR: In this article, the influence of prior subject-matter knowledge on the useful application of meaningful learning strategies is questioned, and a reconsideration of such issues as subject prerequisites, bridging courses, etc. when one is planning and implementing study skills programmes is argued.
Abstract: In this paper I question the influence of prior subject‐matter knowledge on the useful application of meaningful learning strategies. (Meaningful learning strategies are those aimed at, for example, interrelating new knowledge with previous knowledge, as distinct from rote strategies aimed at rote learning new knowledge ‐‐ Biggs, 1982.) In doing this I will summarize how I have seen the development of study skills programmes in recent years and note the research base from which these programmes have been developed. I will then outline briefly the results of some of my own work on the interaction between prior subject‐matter knowledge and learning strategies as they affect student achievement. Finally, I will argue for a reconsideration of such issues as subject prerequisites, bridging courses, etc. when one is planning and implementing study skills programmes.

15 citations



Journal ArticleDOI
01 Jan 1987
TL;DR: This article argued that it is extremely difficult for many students to achieve the interplay between manipulation, pictorial and symbolic modes of representation in mathematics' problems, and they suggested that students seem to proceed through a problem solution in mathematics in one mode or another and then if requested, solve problems in another mode (Behr, 1976).
Abstract: Lesh (1979) suggested that the interplay between the manipulative, pictorial and symbolic modes of representation in mathematics' problems enhances meaningful learning. However, Behr (1976) and Khoury and Behr (1982) contend that it is in fact extremely difficult for many students to achieve this interplay. Students seem to proceed through a problem solution in mathematics in one mode or another and then if requested, solve problems in another mode (Behr, 1976).

2 citations