Prospective Science Teachers’ Knowledge of and Difficulties with Unit Conversion
Author(s):
Aslihan Osmanoglu (presenting / submitting) Emrah Oguzhan Dincer (presenting)
Conference:
ECER 2017
Format:
Paper

Session Information

ERG SES G 12, Knowledge and Education

Paper Session

Time:
2017-08-22
09:00-10:30
Room:
W4.21
Chair:
Rachel Shanks

Contribution

“Physical world was established by symbols and units” (Uhden & Pospiech, 2009, p.30), and as far as symbols and units are concerned, science –specifically mathematics and physics- come to the fore. Literature suggests that mathematical background is vital for making physics, and so, to be able to solve physics problems, mathematics is a prerequisite for the majority of physics courses (Nguyen, 2011). Mathematics and physics fields share several common concepts in order to make sense of the world. One of these concepts is accepted as a prerequisite for being able to make science. 

Mikula and Heckler (2013) explain “essential skills” as prerequisite skills for university level course works, and put metric prefixes and conversions under this definition. In their study, being prerequisite skills for their course, engineering students either did not receive instruction or got only little instruction on these concepts. Their study findings revealed that engineering students had difficulties with such essential skills, although they were already supposed to have knowledge on them. More specifically, they were expected to be able to convert metric units such as converting micrograms to kilograms and/or centimeters to nanometers etc. They further add that having essential skills is a must for problem solving, and students should have almost full accuracy with these skills. When their accuracy decreases below 80%, it gets harder to ensure student success. In their study, engineering students’ low performance was claimed to be worrisome especially when it is taken into account that they use metric conversions constantly while solving problems in engineering.  

In the literature, there are several other studies indicating that students have difficulty with unit conversion. For example, in a recent study, Cebesoy and Yeniterzi (2016) found that 7th grade students mathematically struggled with unit conversion while they were solving physics problems related to force and motion unit. In another study by Bagno, Berger, and Eylon (2008), it was also stated that manipulating units was among students’ difficulties in problem solving. In Aydın (2011)’s study, it was found that first-year science teaching students had mathematical misconceptions and made mathematical mistakes in General Chemistry II course as they had deficient knowledge of mathematics including unit conversion. Birinci Konur and Pirasa (2010) also stated that the participants in their study mostly made mathematical mistakes rather than in chemistry as they had lack of knowledge of mathematical concepts including unit conversion. More specifically, the students in their study had difficulty with converting milligram into gram. The researchers concluded that science teaching students had deficient knowledge of unit conversion, and such deficiency risks their science literacy skills.

While the understanding of the concept of unit conversion is a prerequisite for making science and students’ have serious difficulties with converting metric units, it is vital to examine and try to understand their difficulties in order to be able to make suggestions for educators. Thus, in the present study, the aim was to investigate prospective science teachers’ knowledge of and difficulties with unit conversion. The research questions to answer were:

 

1)      To what extend the prospective teachers can convert metric units?

2)      What are their major difficulties with unit conversion?

Method

This study was conducted with 73 senior prospective science teachers in 2015 spring academic year in one of the western universities in Turkey. The prospective science teachers were educated to teach 5-8th graders. During the study, the prospective were already expected to be proficient in unit conversion. At this point, it should be noted that the students in Turkey receive instruction on metric units starting from 2nd grade and unit conversion starting from 3rd grade in mathematics classes. For the data collection, a measurement test with 15 questions was prepared by the researchers from the literature (Butterfield, Sutherland, & Molyneux-Hodgson, 2011; Hallagan, 2013). Then, it was administered to the participants at the end of the semester in order to examine what they know about unit conversion. The first 11 questions of the measurement test were consisted of questions about conversion within metric measurement units for length, area, volume, mass, as well as the knowledge of approximate size of a body and some uses of metric units. The other remaining 4 open ended questions aimed to determine whether and what kind of difficulties the participants had on unit conversion. The participants were required to provide explanations on their answers for each 15 question. In the data analysis process, in order to answer the first research question, for the first 11 questions, participants’ answers will be either evaluated as right (1) or wrong (0). In order to answer the second research question, the participants’ explanations on their answers to first 11 questions and their answers to the last 4 open-ended questions will be coded. More specifically, in order to examine the reasons lying behind prospective teachers’ difficulties with unit conversion, a deeper analysis of their explanations for each question will be conducted. For this qualitative part of the analysis, content analysis technique will be employed (Neudendorf, 2002). Accordingly, the participants’ explanations on each question will be first open coded individually by the researchers and the initial codes will be determined. Then, after comparing the codings and identifying the mismatches, the researchers will modify the code list and then code the participants’ explanations in a two-way conference via using the final code list. This process will continue until full consensus is established.

Expected Outcomes

The findings of the present study are expected to shed light on prospective science teachers’ knowledge and difficulties on unit conversion. At the end of this study, it is expected to understand the extent the prospective science teachers can convert the metric units, and their major difficulties with unit conversion. It is hope that the findings of the study lead useful suggestions for educators to improve student success through developing essential skills.

References

Aydın, A. (2011). Fen Bilgisi öğretmenliği öğrencilerinin bazı matematik kavramlarına yönelik hatalarının ve bilgi eksiklerinin tespit edilmesi. BAÜ Fen Bilimleri Enstitüsü. Dergisi, 13(1), 78-87. Bagno, E., Berger, H., & Eylon, B. S. (2008). Meeting the challenge of students’ understanding of formulae in high-school physics: A learning tool. Physics Education, 43(1), 75. Birinci Konur, K., & Pırasa, N. (2010). Sınıf ogretmenligi adaylarının mol kavramındaki islem becerilerinin belirlenmesi. Cukurova University Faculty of Education Journal, 38(3), 150-161. Butterfield, A., Sutherland, R., & Molyneux-Hodgson, S. Learning conversions in science: The case of vocational students in the UK. Research in Learning Technology, [S.l.], v. 8, n. 3, Dec. 2011. ISSN 2156-7077. Retrieved from http://www.researchinlearningtechnology.net/index.php/rlt/article/view/12009 on 10 Jan. 2017. Doi:http://dx.doi.org/10.3402/rlt.v8i3.12009. Cebesoy, U. B., & Yeniterzi, B. (2016). 7th grade students’ mathematical difficulties in force and motion unit. Turkish Journal of Education, 5(1), 18-32. Hallagan, J. E. (2013). Preservice mathematics teachers’ solutions to problems: Conversions within the metric system. Systemics, Cybernetics and Informatics, 11(7), 15-20. Mikula, B. D., & Heckler, A. F. (2013). The effectiveness of brief, spaced practice on student difficulties with basic and essential engineering skills. In 2013 IEEE Frontiers in Education Conference (FIE) (p. 1059-1065). Neuendorf, K. A. (2002). The content analysis guidebook. Thousand Oaks, CA: Sage Publications. Nguyen, D. H. (2011). Facilitating students’ application of the integral and the area under the curve concepts in physics problems. Doctoral dissertation, Kansas State University. Uhden, O., & Pospiech, G. (2009). Translating between mathematics and physics: Analysis of student’s difficulties. In GIREP-EPEC Conference Frontiers of Physics Education (p. 26-31).

Author Information

Aslihan Osmanoglu (presenting / submitting)
Trakya University
edirne
Emrah Oguzhan Dincer (presenting)
Trakya University
Faculty of Education
edirne

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