Pisa Question and Reasoning Skill

The objective of the study is to determine the level of the reasoning skills of the secondary school students. This research has been conducted during the academic year of 2015-2016 with the participation of 51 students in total, from a province in the Black Sea region of Turkey by using random samp...

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Main Authors: Ersoy Esen, Bal-Incebacak Belgin
Format: Article
Language:English
Published: EDP Sciences 2017-01-01
Series:ITM Web of Conferences
Subjects:
Online Access:https://doi.org/10.1051/itmconf/20171301002
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spelling doaj-0829933c9bf4498f91879f0cbdbe46f42021-02-02T06:16:44ZengEDP SciencesITM Web of Conferences2271-20972017-01-01130100210.1051/itmconf/20171301002itmconf_cmes2017_01002Pisa Question and Reasoning SkillErsoy EsenBal-Incebacak BelginThe objective of the study is to determine the level of the reasoning skills of the secondary school students. This research has been conducted during the academic year of 2015-2016 with the participation of 51 students in total, from a province in the Black Sea region of Turkey by using random sampling method. Case study method has been used in this study, since it explains an existing situation. In this study, content analysis from the qualitative research methods was carried out. In order to ensure the validity of the scope, agreement percentage formula was used and expert opinions were sought.The problem named Holiday from the Chapter 1 of the normal units in Problem Solving Questions from PISA (Program for International Student Assessments) [35] are used as the data collection tool for the study. The problem named Holiday consists of two questions. Applied problems were evaluated according to the mathematical reasoning stages of TIMSS (2003). The findings suggest that the students use proportional reasoning while solving the problems and use the geometric shapes to facilitate the solution of the problem. When they come across problems related to each other, it is observed that they create connections between the problems based on the results of the previous problem. In conclusion, the students perform crosscheck to ensure that their solutions to the problems are accurate.https://doi.org/10.1051/itmconf/20171301002MathematicsSecondary SchoolReasoning
collection DOAJ
language English
format Article
sources DOAJ
author Ersoy Esen
Bal-Incebacak Belgin
spellingShingle Ersoy Esen
Bal-Incebacak Belgin
Pisa Question and Reasoning Skill
ITM Web of Conferences
Mathematics
Secondary School
Reasoning
author_facet Ersoy Esen
Bal-Incebacak Belgin
author_sort Ersoy Esen
title Pisa Question and Reasoning Skill
title_short Pisa Question and Reasoning Skill
title_full Pisa Question and Reasoning Skill
title_fullStr Pisa Question and Reasoning Skill
title_full_unstemmed Pisa Question and Reasoning Skill
title_sort pisa question and reasoning skill
publisher EDP Sciences
series ITM Web of Conferences
issn 2271-2097
publishDate 2017-01-01
description The objective of the study is to determine the level of the reasoning skills of the secondary school students. This research has been conducted during the academic year of 2015-2016 with the participation of 51 students in total, from a province in the Black Sea region of Turkey by using random sampling method. Case study method has been used in this study, since it explains an existing situation. In this study, content analysis from the qualitative research methods was carried out. In order to ensure the validity of the scope, agreement percentage formula was used and expert opinions were sought.The problem named Holiday from the Chapter 1 of the normal units in Problem Solving Questions from PISA (Program for International Student Assessments) [35] are used as the data collection tool for the study. The problem named Holiday consists of two questions. Applied problems were evaluated according to the mathematical reasoning stages of TIMSS (2003). The findings suggest that the students use proportional reasoning while solving the problems and use the geometric shapes to facilitate the solution of the problem. When they come across problems related to each other, it is observed that they create connections between the problems based on the results of the previous problem. In conclusion, the students perform crosscheck to ensure that their solutions to the problems are accurate.
topic Mathematics
Secondary School
Reasoning
url https://doi.org/10.1051/itmconf/20171301002
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