Analyzing Qualitative Data in Mathematics Education

Author(s):  
Martin A. Simon
2020 ◽  
Vol 3 (3) ◽  
pp. 316-328
Author(s):  
Olympia Agustina ◽  
Farida Farida ◽  
Fredi Ganda Putra

This study aims to describe the process of developing an electronic module in the algebraic structure course, and knowing the effectiveness of the electronic module after being tested on mathematics education students. This research was conducted in class C, 5th semester, majoring in mathematics education at UIN Raden Intan Lampung. The development model used in this research is the Borg and Gall development model. The development of the electronic module was carried out based on the Articulate Studio'13 application. The types of data taken in this study were qualitative data and quantitative data. From the results of due diligence from experts and student responses, the results of the development of an electronic module are very feasible and very interesting. Then, based on the results of the final assessment of student’s effectiveness of the product showed a presentation of more than 75%. Based on the research results, it can be concluded that the electronic module in the algebraic structure course is effectively used by mathematics education students.


2020 ◽  
Vol 8 (1) ◽  
Author(s):  
Rizky Indah Tri Wahyuni ◽  
Ngatman Ngatman ◽  
Wahyudi Wahyudi

<p><em>The purpose</em><em>s</em><em> of this study are: (1) describing the steps of applying the Realistic Mathematics Education approach with concrete m</em><em>aterials</em><em>, (2) improving mathematics learning outcomes about </em><em>solid figures</em><em>, and (3) describing the obstacles and solutions to the application of the Realistic Mathematics Education approach. This collaborative classroom action research was </em><em>conducted</em><em> in three cycles </em><em>and</em><em> six meetings. The </em><em>research </em><em>data </em><em>are</em><em> quantitative and qualitative data. Data collection techniques </em><em>include</em><em> observation, interviews and tests. The results of th</em><em>e</em><em> study are: (1) </em><em>the steps in </em><em>the application of the Realistic Mathematics Education approach to improve Mathematics learning outcomes about </em><em>solid figures are</em><em>: a. understand</em><em>ing</em><em> contextual problems through concrete m</em><em>aterials</em><em>, b. explain</em><em>ing</em><em> contextual problems with concrete m</em><em>aterials</em><em>, c. resolv</em><em>ing</em><em> contextual problems with concrete m</em><em>aterials</em><em>, d. compar</em><em>ing</em><em>, discuss</em><em>ing</em><em>, and answer</em><em>ing question</em><em> </em><em>with</em><em> concrete m</em><em>aterials</em><em>, and e. </em><em>drawing </em><em>conclu</em><em>sion</em><em>; (2) the application of the Realistic Matematics Education approach can improve Mathematics learning outcomes about </em><em>solid figures</em><em>; (3) the </em><em>obstacle</em><em> in this study </em><em>is students lack understanding to do</em><em> worksheets, </em><em>T</em><em>he solution is</em><em> that</em><em> the teacher </em><em>asks the students concern</em><em> to the </em><em>instruction in</em><em> worksheets.</em><strong><em></em></strong></p>


2016 ◽  
Vol 7 (2) ◽  
pp. 123-134 ◽  
Author(s):  
Davi Apriandi ◽  
Ika Krisdiana

This study aims to determine the difficulties experienced by students in understanding the double integral in polar coordinates advanced calculus courses and the factors that cause these problems. This research is qualitative. Subjects were students of the fourth semester of academic year 2015/2016 Mathematics Education, IKIP  PGRI Madiun totaling 3 persons. Data collection techniques have used that test, observation, interviews, and documentation. Data analysis technique conducted with qualitative data analysis, namely data reduction, data presentation and conclusion. The results were obtained five kinds of difficulties students in understanding the integral double the coordinates polar, namely 1) the difficulty in drawing a function in polar coordinates and determine the areas of integration, 2) the difficulty in converting the variable into polar coordinates, 3) difficulty in defining the limits of integration, 4) difficulty in writing a form of integration in polar coordinates, 5) difficulties in performing the calculations. Factors causing these difficulties is the ability to understand the matter is low, understanding in drawing a function in two-dimensional and three are still low, difficulties in visualizing the image of a function, do not understand the concept of comparison trigonometry, do not understand in determining the limits of integration in polar coordinates, less rigorous in setting limits of integration, not yet understand the concept of double integral in polar coordinates, lower integration calculation capabilities, yet integral mastered trigonometry.


2021 ◽  
Vol 5 (1) ◽  
Author(s):  
Andrey Chesnokov ◽  
Siebe Van Albada

Basic courses in mathematics for engineers often have more than several hundred participants. To achieve the learning goals it is necessary that the students work actively on specific problems. While working on the problems, students require assistance. As a supplement to guidance by lecturers and teaching assistants, NTNU has piloted use of a digital assessment system STACK, that enables constructive feedback and is to some degree interactive. We will discuss how we integrate digital assessment into daily teaching practices, show examples of the problems and present some qualitative data collected from actual students.


2004 ◽  
Vol 23 (1/2) ◽  
pp. 25-34
Author(s):  
J. G. Maree ◽  
C. J. Louw ◽  
S. Millard

Historically disadvantaged students in South Africa often underachieve in mathematics due to a number of factors. Action research that was conducted at the (former) Technikon Northern Gauteng to investigate ways in which these students’ achievements in mathematics could be improved comprised the implementation of tutorial sessions. Quantitative and qualitative data were gathered by means of a variety of instruments. The results revealed certain trends in tertiary mathematics education where learning takes place in a second or third language.


2021 ◽  
Vol 4 (3) ◽  
pp. 260-273
Author(s):  
Herani Tri Lestiana

Many studies showed that teachers and prospective teachers have difficulty solving percentage problems. This research is a qualitative descriptive study that aims to investigate the prospective teachers’ strategies in solving problems on the topic of percentages. A total of 250 students majoring in Mathematics Education and Primary Education at IAIN Syekh Nurjati and IAIN Pekalongan were purposively selected to participate in this study. The results showed that only less than half of the participants (40.1%) could give the correct answer. Qualitative data on the strategies used by prospective teachers on the percent question show that (1) teacher candidates ignore the importance of the % symbol and consider the % symbol only as a unit of measurement, (2) teacher candidates ignore the essential role of the reference quantity in the percent question, (3 ) teacher candidates are not used to solving percent problems related to determining initial values before discounts and assume that any percent problem can be solved using multiplication or division.


2021 ◽  
Author(s):  
◽  
Wellington Munetsi Hokonya

This study focuses on understanding mathematics learner identities of high school learners who participated in the South African Numeracy Chair Project after school mathematics clubs, an environment that afforded different mathematics identities from the traditional South African classroom. Mathematics learner identities feature prominently in current research on mathematics education because they affect whether and how learners engage in mathematics. They play a critical role in enhancing (or detracting from) learners’ attitudes, dispositions, emotional development, and general sense of self as they learn mathematics. Development of positive learner mathematical identity is therefore useful in making learners commit to their mathematics work. South African primary mathematics education is described as being in a state of crisis, and various programmes are being implemented to develop intervention models to improve quality and ensure the effective teaching and learning of primary mathematics. The South African Numeracy Chair Project initiative at Rhodes University provides for longitudinal research and development programmes with primary mathematics teachers and learners from previously disadvantaged schools, in order to find ways of mitigating the crisis. The after school mathematics clubs provide extra-curricular activities focused on developing a supportive learning community where learners’ active mathematical participation, engagement, enjoyment, and sense making are the focus. The clubs provide a supportive learning environment that is different to the traditional classroom and in which learners can participate actively and freely in mathematical activities. The study explores the nature of mathematics learner identities as learning trajectories that connect the past and future in negotiation of the present. It also seeks to discover how primary school club participation and experiences feature in the learners’ mathematical identities. The study employs two theoretical frameworks to analyse qualitative data that was gathered in the form of spoken and written stories, by 14 learners who participated in the after school mathematics clubs in primary school. The stories covered learners’ engagement in mathematics in different landscapes of practice that promoted the construction of different learner mathematical identities. A close analysis of the qualitative data revealed that learners’ mathematical identities are heavily influenced by the values that were foregrounded in the after school mathematics clubs. The clubs valued hard work and encouraged learners to ask for assistance when in doubt. In line with the club ethos, the learners storied resilience and hard work in their narratives. In addition, although many learners storied Mathematics as difficult in high school, they chose to continue taking the subject.


2020 ◽  
Vol 5 (5) ◽  
pp. 1231-1242
Author(s):  
Celeste Domsch ◽  
Lori Stiritz ◽  
Jay Huff

Purpose This study used a mixed-methods design to assess changes in students' cultural awareness during and following a short-term study abroad. Method Thirty-six undergraduate and graduate students participated in a 2-week study abroad to England during the summers of 2016 and 2017. Quantitative data were collected using standardized self-report measures administered prior to departure and after returning to the United States and were analyzed using paired-samples t tests. Qualitative data were collected in the form of daily journal reflections during the trip and interviews after returning to the United States and analyzed using phenomenological methods. Results No statistically significant changes were evident on any standardized self-report measures once corrections for multiple t tests were applied. In addition, a ceiling effect was found on one measure. On the qualitative measures, themes from student transcripts included increased global awareness and a sense of personal growth. Conclusions Measuring cultural awareness poses many challenges. One is that social desirability bias may influence responses. A second is that current measures of cultural competence may exhibit ceiling or floor effects. Analysis of qualitative data may be more useful in examining effects of participation in a short-term study abroad, which appears to result in decreased ethnocentrism and increased global awareness in communication sciences and disorders students. Future work may wish to consider the long-term effects of participation in a study abroad for emerging professionals in the field.


Crisis ◽  
2018 ◽  
Vol 39 (6) ◽  
pp. 451-460 ◽  
Author(s):  
Megan S. Chesin ◽  
Beth S. Brodsky ◽  
Brandon Beeler ◽  
Christopher A. Benjamin-Phillips ◽  
Ida Taghavi ◽  
...  

Abstract. Background: Few investigations of patient perceptions of suicide prevention interventions exist, limiting our understanding of the processes and components of treatment that may be engaging and effective for high suicide-risk patients. Aims: Building on promising quantitative data that showed that adjunct mindfulness-based cognitive therapy to prevent suicidal behavior (MBCT-S) reduced suicidal thinking and depression among high suicide-risk patients, we subjected MBCT-S to qualitative inspection by patient participants. Method: Data were provided by 15 patients who completed MBCT-S during a focus group and/or via a survey. Qualitative data were coded using thematic analysis. Themes were summarized using descriptive analysis. Results: Most patients viewed the intervention as acceptable and feasible. Patients attributed MBCT-S treatment engagement and clinical improvement to improved emotion regulation. A minority of patients indicated that factors related to the group treatment modality were helpful. A small percentage of patients found that aspects of the treatment increased emotional distress and triggered suicidal thinking. These experiences, however, were described as fleeting and were not linked to suicidal behavior. Limitations: The sample size was small. Conclusion: Information gathered from this study may assist in refining MBCT-S and treatments to prevent suicidal behavior among high suicide-risk patients generally.


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