The phases implemented in problem-solving tasks in Science instruction at Czech primary schools
Author(s):
Tereza Češková (presenting / submitting)
Conference:
ECER 2015
Format:
Paper

Session Information

27 SES 05 A, Innovative Teaching Designs in Science Classrooms

Paper Session

Time:
2015-09-09
11:00-12:30
Room:
201.Oktatóterem [C]
Chair:
Jonas Almqvist

Contribution

During the last decade the Czech educational system has undergone a curricular reform. One of the most important changes it introduced was the emphasis on pupils’ key competencies. Our research focuses on one of the most important of them – the problem-solving competence, specifically in the area of Science education. We believe that as primary Science lessons focus mostly on pupil's close surroundings, they are especially suitable for including problem-solving tasks (PST) and thus developing problem-solving competence. That is why our study concentrates on problem-solving tasks in primary Science instruction.

There is a lot of research showing that Problem-Based Learning (PBL) as an educational approach can effectively develop problem-solving competence (e.g. Dochy et al., 2003). That is why when identifying PSTs among other learning tasks in instruction, we follow the PBL approach. We define a PST that develops a problem-solving competence as a task which is student-centred ,requires activation of prior (usually multidisciplinary) knowledge, contains an ill-defined problem connected with real life, has more than one possible solution, supports transfer of knowledge and skills into new contexts, and develops communicative skills. Furthermore, the teacher should be just a facilitator and a guide. Pupils usually work in small groups and must choose essential information without teacher’s scaffolding (see Barrows, 1996; Delisle, 1997; Dolmans et al., 2005; Hung, 2011 etc.).

Even though PBL promotes pupils’ autonomy, the learners should be taught some basic steps in solving problem-solving tasks. Based on available studies (cp. Delisle, 1997; Schmidt, 1983; Torp & Sage, 2002 etc.), we distinguish 8 phases of the process of solving a PST. These phases provide an analytical frame for a more detail investigation of PSTs and their use in primary Science education. When analysing the tasks, we must see them in the broader context of the learning situation as a whole, i.e. consider also pupils’ and teacher’s previous knowledge, experience and skills (external situational conditions) and other observable characteristics of the classroom situation (why, how and when a task is posed, how it is solved etc.; internal situational conditions).

Phase 0 – Problem structuring – Teacher judges external and internal situational conditions and designs the problem.

Phase 1 – Initiation – Teacher poses preparatory tasks connected to the issue developed in PST and motivates pupils.

Phase 2 – Analysing the problem

Phase 3 – Searching for information

Phase 4 – Synthesizing findings

Phase 5 – Summarizing the solution

Phase 6 – Presenting the solution

Phase 7 – Reflecting on the solving process

(According to Delisle (1997), Hung, Jonassen, & Liu (2007), Maňák, & Švec (2003), Schmidt (1983), Segers (1997), Torp, & Sage (2002), Zumbach, Kumpf, & Koch (2004).

These phases form the theoretical model which provides a didactic application of classical problem-solving cycle. The paper will present its elaboration.

 

The aim of our research is to describe how PSTs that develop the problem-solving competence in primary Science education are used in real instruction as captured by a video study. The presented paper focuses on the phases of the process of solving PST and describes them on two levels: level of individual lessons and for the research sample as a whole (10 lessons). The research question is as follows: What is the frequency and length of the PST phases implemented in primary Science lessons (as documented in the individual lessons and in the whole research sample)?

Method

The paper reports a part of the analysis that tries to describe how problem-solving tasks are used in lower primary education. This, quantitative, part describes the phases of problem-solving tasks used in the learning situations. The research sample consists of 10 video recordings of primary science lessons. The data were collected as a part of the IRSE Video Study (Institute for Research in School Education, Masaryk University, Brno, Czech Republic) in 2010/2011. Five classes in the fifth grade of lower primary school were randomly selected and two lessons in each were videotaped. No special task was set so the recordings should represent standard lessons for the individual teachers. A structured nonparticipant observation of the video recordings and their transcripts based on a system of categories was used for the analysis. The system of categories draws on the descriptions of the phases of the process of solving a problem-solving task (see the foregoing part). During the analysis, the problem-solving tasks were first identified. Within these, the phases were discerned and coded according to the system of categories. To report results we use descriptive statistics, for the description of a phase distribution in the learning situations (and the in the lessons) we use absolute and relative frequencies. To describe the length of used phases observed in each learning situation we use medians.

Expected Outcomes

The analysis is underway. The preliminary results reported here were obtained from one lesson. 71 tasks were identified in the lesson, 11 out of which were PST. These were organised into 7 learning situations (LS). Problem LS comprised more than a quarter of the lesson time (12 minutes out of a 45 minute lesson). Each of the LS included phase 2. Most of the LSs contained a phase 5. On the other hand no LS in the lesson contained phase 3, 6 and 7. The results suggest that in this lesson, the whole process seemed to be in the hands of teacher and pupils neither solved problems actively, nor presented their findings. A reflection on all levels was omitted, which might have been caused by the lack of pupils’ own activity which could be reflected on. In terms of time allocation, the longest period in total was dedicated to phase 1 (t=4:23) and 2 (t=3:41). Therefore the tasks that prepare pupils to solve the PST and motivate them as well as the analysis of the PST and brainstorming were accentuated. The median length of phase 1, 2 and 3 was nearly same (around 30 seconds). Phase 4 was somewhat shorter (Me=0:18). We can conclude that the LS in the analysed lesson differed more in the frequency of use of individual phases than in the phase length. The average length of the problem LS was 1:50. The preliminary findings suggest that although PBL was used in the lesson, the activity and leading role was strongly on the teacher's side. The paper will present the results for all 10 lessons. The presented analysis will be followed by investigation of the quality of the problem LSs in instruction and their relation to the length and frequency of the individual phases used in PSTs.

References

Barrows, H. S. (1996). Problem-based learning in medicine and beyond: A brief overview. New directions for teaching and learning, (68), 3–12. Delisle, R. (1997). How to use Problem-based learning in the classroom. Alexandria: Association for Supervision & Curriculum Development. Dochy, F., Segers, M., Van den Bossche, P., & Gijbels, D. (2003). Effects of problem-based learning: A meta-analysis. Learning and Instruction, 13(5), 533–568. Dolmans, D. H. J. M., De Grave, W., Wolfhagen, I. H. A. P., & Van Der Vleuten, C. P. M. (2005). Problem-based learning: Future challenges for educational practice and research. Medical Education, 39(7), 732–741. Hung, W., Jonassen, D. H., & Liu, R. (2007). Problem-based learning. In J. M. Spector, J. G. van Merriënboer, M. D., Merrill, & M. Driscoll (Eds.), Handbook of research on educational communications and technology (s. 1503–1581). Mahwah, NJ: Lawrence Erlbaum Associates. Hung, W. (2011). Theory to reality: a few issues in implementing problem-based learning. Education Technology Research and Development, 59(4), 529–552. Maňák, J., & Švec, V. (2003). Výukové metody. Brno: Paido. Segers, M. (1997). An alternative for assessing problem-solving skills: The overall test. Studies in Educational Evaluation, 23(4), 373–398. Schmidt, H. G. (1983). Problem-based learning: rationale and description. Medical Education, 17(1), 11–16. Torp, L., & Sage, S. (2002). Problems as possibilities: problem-based learning for K-16 education. Alexandria: Association for Supervision & Curriculum Development. Zumbach, J., Kumpf, D., & Koch, S. (2004). Using multimedia to enhance problem-based learning in elementary school. Information technology in childhood education annual, 2004(1), 25–37.

Author Information

Tereza Češková (presenting / submitting)
Masaryk University
Institute for Research in School Education
Brno

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