scholarly journals NUMBER SENSE DALAM MEMECAHKAN MASALAH MATEMATIKA PADA MAHASISWA IKIP PGRI PONTIANAK

2021 ◽  
Vol 9 (4) ◽  
pp. 531-541
Author(s):  
Fellya Babaro ◽  
Dewi Risalah ◽  
Sandie Sandie

Number sense is a person towards numbers, number sense is needed for students in the process of learning mathematics. Students with good number sense will be able to use their knowledge of numbers in solving mathematical problems. Therefore, it is necessary to do about how students use their number sense skills in mathematical problem situations. This study aims to determine how the number sense of students in solving mathematical problems. This type of research is qualitative research. The method used is a descriptive method in the form of case study research. The subjects in this study were IKIP PGRI Pontianak students who came from the mathematics education study program which collected 8 people. The instruments used in this study were test questions and interviews. From the results of data analysis and subject representation in displaying number sense in each C1-C5 component, the researcher concluded that all subjects had good number sense, seen from all who had number sense with a percentage of more than 60%.

Author(s):  
Nurmaningsih Nurmaningsih

Abstrak Penelitian ini bertujuan untuk mendekripsikan kemampuan pemecahan masalah matematika mahasiswa calon guru semester VI IKIP-PGRI Pontianak. Secara khusus, penelitian ini bertujuan untuk mendeskripsikan kemampuan pemecahan masalah matematika mahasiswa calon guru semester VI IKIP-PGRI Pontianak pada masing-masing aspek pemecahan masalah matematika. Dalam penelitian ini digunakan metode deskriptif dengan bentuk penelitiannya adalah studi kasus. Berdasarkan analisis data dapat disimpulkan bahwa: (1) Pada aspek memahami masalah, mahasiswa sudah menuliskan informasi yang ada pada soal namun masih terdapat kekurangan dan kesalahan dalam menentukan apa yang ditanyakan pada soal, (2) Pada aspek merencanakan penyelesaian, mahasiswa masih belum menuliskan rencana penyelesaian secara sistematis dan detail pada tiap langkah-langkahnya, (3) Pada aspek melaksanakan rencana penyelesaian, masih terdapat kesalahan dalam perhitungan sehingga menghasilkan jawaban yang kurang tepat, (4) Pada aspek memeriksa kembali hasil yang diperoleh, masih terdapat kesalahan dalam kesimpulan akibat dari kesalahan dalam memahami masalah dan juga kesalahan dalam perhitungan. Kata kunci: pemecahan masalah, program linear Abstract This study aims to decrypt the problem solving skills of mathematics students prospective teacher semester VI IKIP-PGRI Pontianak. Specifically, this study aims to describe the mathematical problem solving skills of prospective teachers of semester VI of IKIP-PGRI Pontianak in each aspect of solving mathematical problems. In this study used descriptive method with the form of research is a case study. Based on the data analysis, it can be concluded that: (1) In the aspect of understanding the problem, the students have written information on the problem but there are still deficiencies and mistakes in determining what is asked on the question, (2) In the aspect of the plan of settlement, the student still has not written the plan (3) In the aspect of executing the settlement plan, there are still errors in the calculation so as to produce a less precise answer, (4) In the aspect of re-examining the results obtained, there is still a mistake in the conclusion of the result of Error in understanding the problem and also the error in the calculation. Key word: problem solving, linear programming


Author(s):  
Trimo Septiono

The study aims to describe and identify aspects during the thesis writing process. This study uses a qualitative approach with the type of case study research on alumni of the Library and Information Science Study Program Universitas Brawijaya. Then the selection of alumni as informants considers the impact after writing the thesis is completed. The results showed that the reflection of alumni there is a learning process in each stage of thesis writing. The learning process that occurs is quite complex because it is not only done independently but also involves other parties. Independent learning focuses on the process of applying information literacy skills possessed by alumni. Where there is an information management process which is the most important part, because the process affects the decision making for each action. Meanwhile, the involvement of other parties is another role of the thesis as a forum for collaborative learning. Not only that, the whole process forms a new understanding that can be useful across generations.Keywords: Thesis, Reflection, Information Literacy, Knowledge Sharing Practice, Collaborative LearningABSTRAKRefleksi pengalaman alumni merupakan kajian yang bertujuan untuk mendeskripsikan dan mengidentifikasi aspek-aspek selama proses penulisan skripsi. Penelitian ini menggunakan pendekatan kualitatif dengan jenis penelitian studi kasus pada alumni Program Studi Ilmu Perpustakaan dan Informasi Universitas Brawijaya. Kemudian pemilihan alumni sebagai informan mempertimbangkan dampak yang ditimbulkan pasca penulisan skripsi selesai. Hasil penelitian menunjukkan bahwa refleksi alumni terdapat proses pembelajaran dalam setiap tahapan penulisan skripsi. Proses pembelajaran yang terjadi tergolong kompleks karena tidak hanya dilakukan mandiri tetapi juga melibatkan pihak lain. Pembelajaran secara mandiri menitikberatkan pada proses penerapan kemampuan literasi informasi yang dimiliki oleh alumni. Dimana terdapat proses pengelolaan informasi yang merupakan bagian terpenting, karena proses tersebut berpengaruh pada penentuan keputusan untuk setiap tindakan. Sedangkan untuk pelibatan pihak lain merupakan peran lain dari skripsi sebagai wadah kolaborasi pembelajaran. Tidak hanya itu, secara menyeluruh proses tersebut membentuk pemahaman baru yang dapat bermanfaat lintas generasi.


1998 ◽  
Vol 29 (2) ◽  
pp. 143-163 ◽  
Author(s):  
Carol E. Malloy ◽  
M. Gail Jones

In this study we examined the problem-solving characteristics, strategy selection and use, and verification actions of 24 African American 8th-grade students. Students participated in individual, talk-aloud problem-solving sessions and were interviewed about their problem solutions and attitudes about learning mathematics. Students displayed approaches attributed to African American learners in the literature, regularly using holistic rather than analytic reasoning; their display of confidence and high self-esteem did not appear to be related to success. Students' problem-solving actions matched previously reported characteristics of good mathematical problem solvers: successful use of strategies, flexibility in approach, use of verification actions, and ability to deal with irrelevant detail. Success was highly correlated with strategy selection and use and moderately correlated with verification actions.


2001 ◽  
Vol 8 (1) ◽  
pp. 52-59
Author(s):  
Patricia S. Moyer

In an elementary school classroom, as in real life, the lines between the content areas should be blurred, particularly between mathematical problem solving and mathematical situations contextualized in good literature. For that reason, I always look for interesting books about mathematical situations. Why use children's literature to teach mathematics? A good story often places mathematical problems in the context of familiar situations and is similar to, yet a much more elaborate version of, mathematical word problems. Assertions that children's inability to solve word problems results from their inability to read or to compute effectively simply are not true. The problem is that children do not know how to choose the correct operation or sequence of operations to solve the problem. To solve a problem situation presented in words, children need to be able to connect computational processes with appropriate calculations. Their difficulties lie in the fact that children simply do not understand the mathematics well enough conceptually to make the connection with the problem- solving situation. Using books with authentic problem situations may help children see that learning computation serves a real-life purpose.


Author(s):  
Austra Reihenova

The article discusses the integrated process of learning mathematics at secondary school. The content of teaching mathematics must be arranged in such a way that the student develops an overall understanding of the world. The aim of the article is to emphasize the depth of comprehension of the content of the subject of the student’s interest, because based on the understanding of the content of the subject, new knowledge will be integrated and new skills will be developed that the student will be able to transfer to other subjects by solving problem situations. The topicality of the article is related to the integration approach, that the main focus is not to focus on the content of the subjects of mathematics and physics, but on the scientific processes that unite the contents of these subjects. Theoretical basis of the research is the system theory, which is based on the approach of learning cognition and constructivism. In the research, students' complex tests and questionnaires with open questions were used for data acquisition. The article uses a case study design to analyse data. 


2020 ◽  
Vol 5 (1) ◽  
pp. 31-38
Author(s):  
Yuliyanto Sabat

This article reports on the result of a study aiming to describe what difficulties experienced by Batak English learner in consonant sound production and the factors which cause him difficult to produce those sounds. The study was conducted to Batak English learner who is still taking pronunciation course in the first semester in the English study program at one of private universities in East Java, Indonesia. The study used a qualitative case study research design with the data collected from the analysis of students’ English consonants production and interview. The findings showed that all sounds of voiceless dental frecative consonant [θ] in initial position were pronounced into voiceless alveolar stop consonant [t] while the research participant was pronouncing the sound of voiced dental frecative consonant [ð], he mispronounced the sound into voiced alveolar stop consonant [d] in both initial and medial position. The sound of voiced alveolar affricate consonants [dʒ] was pronounced appropriately while voiceless alveolar affricate consonant was pronounced into voiceless alveolar fricative consonant [s]. The factors which cause the participant find it difficult to learn pronunciation were afraid of making mistakes, limited time to repeat it at home, and habit.


2021 ◽  
Vol 2123 (1) ◽  
pp. 012032
Author(s):  
N W Ashari ◽  
Salwah ◽  
Ma’rufi

Abstract During the COVID-19 pandemic, lecturers carry out online learning and this condition also force student to learn independently. One alternative solution given is online-based problem-solving approach. This approach are suitable implemented in the mathematics Informatics course. The Approach challenges students to be able to express every result of thinking, transform information into various forms of representation, as well as the ability to adapt to online learning during this pandemic. This research is case study research that aims to analyse the Communication Skills, Visual thinking, and Adaptability (COVid) of students in the mathematics informatics course through Online-Based Problem-Solving Approach. This course examines combinatorics and pigeon holes principle. This lesson is useful in the context of making software that requires certain calculations and logic. The subjects of this study were second semester students of the 2020/2021 academic year at the Informatics Study Program at Univeritas Cokroaminoto Palopo. Data was collected by using assignments, questionnaires, and interviews to obtain valid data. The results show that only a few students are able to express every result of thinking, transform information into various forms of representation, as well as the ability to adapt to online learning during this pandemic.


Author(s):  
Sinar Depi Harahap

Learning mathematics should be able to improve the abilityand creativity in learning mathematics, especially in solving mathematical problems. To improve theability of anappropriate learning need sand learning mathematical problem submissionis in accordance with the needs of students in facilitating the completion of (solution) of the mathematical problem significantly. To obtain data submission capability math problem students, the research for mulated the problemas follows: (a) How does the ability filing math problems before and after the learning seen from the stage before and during problem solving?,(b) How is the level of complexity of the questions asked of students according to the structure of language and mathematical relationships?, (c) how associations filing capability math problems with the ability of the settlement (solving) the mathematical problem?.To answer this problem conducted experimental research on mathematics semester students majoringin STKIP "Tapanuli Selatan" Padangsidimpuan. Results showed that (a) the ability of the student submission mathematical problemsseen from the stage before and during the settlement of problems inproblem-based learningis quite good, as shown by the large percentage of math questions that can be solved either with new information and without any new information. (b) Differences filing capabilities grade math problems and problem-based learning class conventional learningis significant. (c) the ability filing math problems with the ability of the settlement (solving) the strong association of students of mathematics problems.


2020 ◽  
Vol 2 (1) ◽  
pp. 100-110
Author(s):  
La Ode Amril ◽  
Darhim ◽  
Dadang Juandi

Mathematics has an important role in the cognitive development of deaf students. Through learning mathematics in schools, deaf students will explore and build knowledge, because literally mathematics is the parent of knowledge and human activities. One important aspect in learning mathematics is the ability to solve problems. Problem solving means engaging in a task for which the solution method is not known in advance. In order to find a solution, students must draw on their knowledge, and through this process, they will often develop new mathematical understandings.This study aims to analyze the mental act of deaf students in solving mathematical problems in fraction material. Respondents of 20 students were randomly selected from 3 special schools. This type of research is qualitative with a case study design. Data was collected through the instrument of problem solving abilities, interviews, and observations. Data were analyzed using grouded theory. The results of this study indicate that the mental act used by deaf students in solving mathematical problems is interpreting, explaining, inferring, and problem solving.


Author(s):  
Muhammad Ikram ◽  
Purwanto ◽  
I Nengah Parta

Background. Student reasoning in learning mathematics contributes significantly to the achievement of student mathematics learning outcomes. The main objective of this study is to investigate the process of reversible reasoning in students for inverse problems, in the case of Adjie (Ad). The research method used to reveal the reversible reasoning in Adjie's case using descriptive qualitative research methods. Sampling was carried out using purposive sampling technique where the research sample was selected based on reversible reasoning criteria. Retrieval research data uses the results of students' mathematical work, think aloud, interviews, and the components that cause reversible reasoning. The results of our study found that the process begins with an obstacle that causes Ad to be unable to continue the resolution process, resulting in a metacognition process by analyzing the problem again analytically and developing other heuristic strategies. Ad shows a change in perspective where he initially interpreted inverse as the act of swapping independent and dependent variables and switched to interpreting inverse as the opposite of a function process involving analogy and image representation. The contribution of this research provides knowledge that reversible reasoning can occur in understanding and solving mathematical problems in inverse material.


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