scholarly journals CONCEPTUAL UNDERSTANDING IN SECONDARY SCHOOL CHEMISTRY: A DISCUSSION OF THE DIFFICULTIES EXPERIENCED BY STUDENTS

2013 ◽  
Vol 10 (5) ◽  
pp. 433-441 ◽  
Author(s):  
Osman
2016 ◽  
Vol 17 (3) ◽  
pp. 523-531 ◽  
Author(s):  
A. Pabuccu ◽  
S. Erduran

This study investigated secondary school students' engagement in epistemic and narrative practices of chemistry in the context of a chemistry story on gas behavior. Argumentation is an example of an epistemic practice in science and stories are one kind of narrative (Ricoeur, 1981). By using a chemistry story, the authors hoped to engage students in the argumentation processes by linking chemistry knowledge to everyday contexts (Erduran and Pabuccu, 2012). Student group discussions and written frames during the activity were used as data sources. Analysis of these student outcomes concentrated on (a) the nature of the students' discourse; (b) the quality of students' argumentation; and (c) students' conceptual understanding of gas behaviors. The authors categorized the nature of group discourse using five different codes, determined the quality of student argumentation by counting the number of rebuttals, and measured conceptual understanding through students' answers in the writing frames. The results of this study add to the literature seeking to understand how to develop students' engagement in the argumentation process, how to enhance the quality of students' argumentations, and how to improve their conceptual understanding of gas behaviors.


1993 ◽  
Vol 24 (5) ◽  
pp. 392-414
Author(s):  
Clifford Konold ◽  
Alexander Pollatsek ◽  
Arnold Well ◽  
Jill Lohmeier ◽  
Abigail Lipson

Subjects were asked to select from among four possible sequences the “most likely” to result from flipping a coin five times. Contrary to the results of Kahneman and Tversky (1972), the majority of subjects (72%) correctly answered that the sequences are equally likely to occur. This result suggests, as does performance on similar NAEP items, that most secondary school and college-age students view successive outcomes of a random process as independent. However, in a follow-up question, subjects were also asked to select the “least likely” result. Only half the subjects who had answered correctly responded again that the sequences were equally likely; the others selected one of the sequences as least likely. This result was replicated in a second study in which 20 subjects were interviewed as they solved the same problems. One account of these logically inconsistent responses is that subjects reason about the two questions from different perspectives. When asked to select the most likely outcome, some believe they are being asked to predict what actually will happen, and give the answer “equally likely” to indicate that all of the sequences are possible. This reasoning has been described by Konold (1989) as an “outcome approach” to uncertainty. This prediction scheme does not fit questions worded in terms of the least likely result, and thus some subjects select an incompatible answer based on “representativeness” (Kahneman & Tversky, 1972). These results suggest that the percentage of secondary school students who understand the concept of independence is much lower than the latest NAEP results would lead us to believe and, more generally, point to the difficulty of assessing conceptual understanding with multiple-choice items.


2020 ◽  
Vol 45 (10) ◽  
pp. 73-94
Author(s):  
Olivia Fitzmaurice ◽  
◽  
Jacqueline Hayes ◽  

This paper reports on a study designed to investigate preservice teachers’ understanding of factorisation, a topic not explicitly taught within their teacher education programme, but one they will be required to teach when they graduate. We query if the knowledge they bring from secondary school, prepares them sufficiently to teach their future students for understanding. 83 preservice secondary school mathematics teachers’ procedural and conceptual understanding of quadratic factorisation were assessed using Usiskin’s Framework for understanding mathematics (2012) which identifies several dimensions of understanding. The study provides evidence that the preservice mathematics teachers have a strong procedural understanding, and while some conceptual understanding does exist, there was very limited conceptual understanding within most of the dimensions of the framework (Usiskin, 2012). We conclude the paper by considering how teacher educators can address the issues of preservice teacher knowledge and understanding of content not formally covered within their teacher education programmes.


Author(s):  
P.R.K.A Vitharana

Learning science is a complex process and students develop limited understanding even after instruction. The aim of the research is to use students’ diagrams to assess conceptual understanding of science related to ‘light’ in grade eight students. Data were collected with the use of a written test, questionnaire and documents. Each question of the written test consisted of two parts; diagram and written explanation. Data obtained were analysed qualitatively and quantitatively. It was noted that students provided more than twenty different diagrams for each question instead of correct diagram. A large number of incorrect diagrams with incorrect explanations showed that students did not possess a correct understanding of concepts related to light. Responses to teacher questionnaire revealed that 98% of teachers provide opportunities for their students to draw diagrams to assess understanding of science. Students’ diagrams can be effectively used to assess conceptual understanding of science knowledge of secondary students.


2020 ◽  
Author(s):  
Jan-Philipp Burde ◽  
Thomas Wilhelm ◽  
Martin Hopf ◽  
Lana Ivanjek ◽  
Thomas Schubatzky ◽  
...  

Sign in / Sign up

Export Citation Format

Share Document