Teaching differential equations in undergraduate mathematics :technology issues for service courses

Conference item


Tobin, P. and Weiss, V.. (2011). Teaching differential equations in undergraduate mathematics :technology issues for service courses. In J. Hannah and M. Thomas (Ed.). Proceedings of Volcanic Delta 2011: Te Ara Mokoroa: The long abiding path of knowledge. New Zealand: University of Canterbury and University of Auckland. pp. 375 - 385
AuthorsTobin, P. and Weiss, V.
Abstract

This paper reviews the research on CAS use in undergraduate service mathematics courses with a focus on differential equations courses and discusses a pilot study motivated by the new requirements on CAS use in secondary school courses in Victoria and Western Australia and opportunities for change presented in previous undergraduate service courses and their assessment. The research focuses on ways to use CAS in teaching a traditional DE course, and the response of students given this opportunity in an examination.

KeywordsCAS; technology; differential equations
Year2011
PublisherUniversity of Canterbury and University of Auckland
Publisher's version
File Access Level
Controlled
Page range375 - 385
Research GroupSchool of Arts
Place of publicationNew Zealand
EditorsJ. Hannah and M. Thomas
Permalink -

https://acuresearchbank.acu.edu.au/item/8966q/teaching-differential-equations-in-undergraduate-mathematics-technology-issues-for-service-courses

Restricted files

Publisher's version

  • 89
    total views
  • 0
    total downloads
  • 2
    views this month
  • 0
    downloads this month
These values are for the period from 19th October 2020, when this repository was created.

Export as

Related outputs

Teaching undergraduate mathematics using CAS technology: Issues and prospects
Tobin, Patrick C. and Weiss, Vida. (2016). Teaching undergraduate mathematics using CAS technology: Issues and prospects. The International Journal for Technology in Mathematics Education. 23(1), pp. 35 - 41. https://doi.org/10.1564/tme_v23.1.04
Incorporating Student Response Systems in mathematics classes
Lozanovski, C., Haeusler, C. and Tobin, P.. (2011). Incorporating Student Response Systems in mathematics classes. In J. Hannah and M. Thomas (Ed.). Proceedings of Volcanic Delta 2011: Te Ara Mokoroa: The long abiding path of knowledge. New Zealand: University of Canterbury and University of Auckland. pp. 228 - 237
The maritime surveillance problem
Tobin, Patrick C., Barry, Steven, Hickson, Roslyn, Kilby, Philip and Luscombe, Ruth. (2008). The maritime surveillance problem. The Mathematics in Industry Study Group, 2007. Woolongong, Australia: Mathematics in Industry Study Group. pp. 32 - 55
Effective estimation of banking liquidity risk
Brown, Alan and Tobin, Patrick C.. (2004). Effective estimation of banking liquidity risk. Mathematics in Industry 8 Progress in Industrial Mathematics at ECMI 2004. Heidleberg, Germany: Springer-Verlag. pp. 442 - 446
Estimation of liquidity risk in banking
Brown, Alan and Tobin, Patrick C.. (2004). Estimation of liquidity risk in banking. The 11th Computational Techniques and Applications Conference. Australia: The ANZIAM Journal. pp. 519 - 533