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John Barlow Australian Catholic University

Confidence, mathematics and performance of Engineering Studies candidates at the New South Wales Higher School Certificate examination. John Barlow Australian Catholic University. What is Engineering Studies. Originally developed as the subject Industrial Arts and implemented in 1966.

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John Barlow Australian Catholic University

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  1. Confidence, mathematics and performance of Engineering Studies candidates at the New South Wales Higher School Certificate examination John Barlow Australian Catholic University

  2. What is Engineering Studies • Originally developed as the subject Industrial Arts and implemented in 1966. • Revised as the Engineering Science syllabus (1986) and then Engineering Studies (1999). • Current syllabus has evolved into an integrated study of the Engineering profession with students exploring a range of engineering application and engineering focus modules over the preliminary course (year 11) and HSC course (year 12).

  3. What is Engineering Studies • Application module: knowledge and understanding of engineering concepts and impacts through the study of engineering products • Focus modules: knowledge and appreciation of the role of engineers by studying the nature of the engineering profession and emphasizing the scope of engineering activities in a given field

  4. What is Engineering Studies • Engineering Studies examination specification requires a 3 hour written paper consisting of two sections. Section 1 consists of 20 objective questions while section 2 consists of approximately 7 short-answer questions with parts totally approximately 25 items with at least two items allocated 6 – 8 marks. Significantly candidates may be required to integrate their acquired knowledge, understanding and skills developed during their study of the entire course.

  5. Recent research • Bajpai (2006) - four main steps in the application of mathematics to engineering: • identification of the problem, • formulation of the problem in mathematical terms, • solution of the mathematical problem, and • interpretation of the solution • Goldfinch et al (2008a and 2008b) • could not offer any insight into how to effectively deal with the poor performance of students in subjects such as Statics which involve abstract concepts

  6. Recent research • Dawes and Rassmussen (2006); Karim (2011) • use of physical models to support the teaching of abstract [engineering] concepts • General relevance • students in applied mathematics units where a variety of ‘real world’ applications of mathematics are explored, have consistently indicated a preference for topics such as coding and game theory in preference to those topics commonly associated with physics or engineering mechanics. • This may or may not be simply a reflection of a group of students’ sense of identity as mathematicians but it may suggest a wider problem – lack of interest and relevance – with the study of the engineering topics rather than difficulty with the mathematics.

  7. Recent research • Coupland et al (2008); Flegg et al (2012) • relevance of mathematics rather than engineering topics • mathematics as a tool • implication – when mathematics is not seen as relevant • topic has become outdate • relevance of topic has been explained • further engineering experience is required to enhance relevance • increasing use of software packages over pen and paper problem solving • Love (1995) - ‘experts’ use software tools as surrogates for their previous manual techniques • learners may not necessarily have the ‘experience’ and know when to use these tools

  8. Recent researchEngineering Studies HSC examination candidature performance: 2008 – 2012

  9. Some thoughts • Guided practice • Ideally guided practice provides an opportunity to develop confidence and proficiency in the concepts taught through their active application. • May run counter to constructivism • Student learning process v teaching strategy – Sweller (1999 and 2012) • In particular then the potential for developing the confidence of Engineering Studies students in particular to approach, interpret and successfully solve engineering mechanics problems, involving for example the analysis of graphs, the application of trigonometry and the manipulation of mathematical formulae may be more effectively underpinned by the support and deliberate adoption and use of modelling and guided practice problem solving techniques by their teachers.

  10. Some thoughts • Guided practice is by no means a panacea. • However this approach provides an opportunity to engage and actively support students in their engineering mechanics learning and more importantly their application of new concepts. • Significantly an informal trial of this approach has been recently undertaken at an Australian university with promising results measured by both student confidence and examination performance. • The results suggest a more rigorous study would be beneficial and should be undertaken.

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