scholarly journals Analysis of Student Problem-Solving Ability Topics 3D Reviewed from Geometry Thinking Level

2020 ◽  
Vol 3 ◽  
pp. 525-530
Author(s):  
Bagas Ardiyanto ◽  
Gunawan ◽  
Maryam Abdulloh ◽  
Safrilia Septiasari
Keyword(s):  
Problem Solving ◽  
Problem Solving Skills ◽  
Study Approach ◽  
Data Collection Instrument ◽  
Level 3 ◽  
Master Level ◽  
Level 1 ◽  
Level 2 ◽  
Student Problem

Each student has different problem-solving skills on the 3D topic. The study aims to find out the student problem-solving skills in the 3D Topics reviewed from geometry thinking level. This type of research is qualitative research with a case study approach. The subject in this study is as many as 20 subjects consisting of high problem-solving capabilities, moderate problem-solving capabilities, and low problem-solving capabilities. The data collection Instrument on this research is a level test of geometry thinking. The results showed that students in the category of high problem-solving skills were able to master level 0, Level 1, Level 2, and level 3 despite not being perfect, students in the category of problem-solving skills were able to master level 0, Level 1, and Level 2, students in the category of low problem-solving skills are only capable of mastering level 0 and Level 1.

scholarly journals Mapping Students' Problem-Solving Skills in Physics Subject After Inquiry Learning at Class X SMAN 1 Prambanan

2019 ◽  
Vol 15 (2) ◽  
pp. 60-69
Author(s):  
R Z Putri ◽  
J Jumadi ◽  
A Ariswan ◽  
H Kuswanto
Keyword(s):  
Problem Solving ◽  
Inquiry Learning ◽  
Study Data ◽  
Point Of View ◽  
Problem Solution ◽  
Research Model ◽  
Problem Solving Skills ◽  
Additional Information ◽  
Student Problem

Problem-solving skills is necessary to be mastered by students to help them in solving the problems of their daily life in the future. The purpose of this study was to map the student problem-solving skills after inquiry learning in Physics subject, impulse, and momentum in class X SMAN 1 Prambanan, Yogyakarta. Experimental research model with one-shot case study design was used in this study. Data collection was performed through essays at the end of the learning process. The results of the mapping show that students have different problem-solving skills levels at each stage. At the stage of problem identification, students were in a very good category. At the stage of planning the problem solution and problem-solving implementation, the students were in a good category, while in results evaluation, the students were in a fairly good category. The result of this study can contribute to giving the point of view to the teacher about students' problem-solving skills level based on the indicators as well as giving the additional information as a literature in the topic of students’ problem-solving skills after inquiry learning.

scholarly journals Analysis of High School Students’ Argumentation Ability in the topic of Buffer Solution

2018 ◽  
Vol 3 (3) ◽  
pp. 141 ◽  
Author(s):  
Ninda Dwi Cahya Devi ◽  
Elfi Susanti VH ◽  
Nurma Yunita Indriyanti
Keyword(s):  
High School Students ◽  
Science Learning ◽  
Case Study Method ◽  
School Students ◽  
Buffer Solution ◽  
Level 3 ◽  
Qualitative Descriptive ◽  
Level 1 ◽  
Level 2

<div class="WordSection1"><p>Argumentation is scientific discourse in science learning that is used as a link between knowledge from an environment and concepts in science learning. Through argumentation skills can be controlled student understanding in connecting facts with concepts in learning. This study aims to analyze students' argumentation ability on buffer solution subject. Students' argumentation ability is divided into 4 levels; level 1 (claims), level 2 (claims with data), level 3 (claims with data and one rebuttal), and level 4 (claims with more than one rebuttal). Data analysis was done by a qualitative descriptive method using a case study method. The case study method was chosen so that a study of 92 students who were research participants could be carried out in depth and comprehensive. The results obtained that the students' argumentation ability was at level 1 and level 2 argumentation. This shows that students' argumentation skills are still at low and medium levels. The results of this study can be used as a basis for improving the quality of teaching and further research.</p><strong><em></em></strong><em></em><em></em></div><em><br clear="all" /> </em>

scholarly journals KEMAMPUAN LITERASI MATEMATIKA MAHASISWA DENGAN GAYA BELAJAR SEKUENSIAL DALAM MENYELESAIKAN MASALAH STATISTIKA

2020 ◽  
Vol 3 (2) ◽  
pp. 79-84
Author(s):  
Khusnul Khotimah ◽  
M Farid Nasrulloh
Keyword(s):  
Problem Solving ◽  
Learning Styles ◽  
Learning Style ◽  
Literacy Skills ◽  
Sequential Learning ◽  
Literacy Skill ◽  
General Context ◽  
Level 3 ◽  
Level 1 ◽  
Level 2

Abstrak Tujuan dari penelitian ini adalah untuk mendeskripsikan kemampuan literasi matematika pada mahasiswa dengan gaya belajar sekuensial dalam menyelesaikan masalah statistika. Penelitian ini merupakan penelitian kualitatif. Proses pengumpulan data dalam penelitian ini dilakukan dengan memberikan angket gaya belajar, memberikan tugas pemecahan masalah, kemudian memilih salah satu hasil tes untuk di deskripsikan. Analisis data dilakukan dengan cara, mengumpulkan data, mereduksi data, dan memverifikasi data. Hasil yang diperoleh dalam penelitian ini adalah subjek sekuensial memiliki kemampuan literasi pada level 1 yaitu Menggunakan pengetahuan untuk menyelesaikan soal rutin dan namun masih blom dapat menyelesaikan masalah yang konteksnya umum . Subjek sekuensial memiliki kemampuan literasi pada level 2 yaitu dapat menyelesaikan masalah dengan rumus. subyek sekuensial belum bisa Melaksanakan prosedur dengan baik dalam menyelesaikan soal serta belum bisa memilih strategi pemecahan masalah, sesuai dengan level 3. Subjek sekuensial cukup bekerja secara efektif dengan model dan dapat memilih serta mengintegrasikan representasi yang berbeda, kemudian menghubungkannya dengan dunia nyata sesuai dengan level 4.Subjek sekuensial memiliki kemampuan literasi pada level 5 yaitu Bekerja dengan model untuk situasi yang kompleks. Subyek telah dapat menunjukkan variasi ketahanan yang lebih baik dengan koefisien variasi, namun belum mampu menggunakan penalaran dalam menyelesaikan masalah matematis dan dapat membuat generalisasisesuai level 6. Kata Kunci : kemampuan literasi matematika, gaya belajar sekuensial dan statistika Abstract The purpose of this study is to describe the mathematical literacy skill in students with sequential learning styles in solving statistical problems. This research is a qualitative research. The process of collecting data in this study is done by giving a questionnaire learning style, providing problem-solving tasks, then choose one of the test results to be described. Data analysis is done by collecting data, reducing data, and verifying data. The results obtained in this study are sequential subjects have literacy skills at level 1 that is Using knowledge to solve routine problems and yet still blom can solve the problem of the general context. The sequential subject has a literacy skill at level 2 that can solve problems with formulas. sequential subjects have not been able to carry out the procedures well in solving the problem and have not been able to choose a problem-solving strategy, according to level 3. Sequential subjects simply work effectively with the model and can choose and integrate different representations, then connect it with the real world according to level 4 . Sequential subjects have literacy skills at level 5 ie Working with models for complex situations. The subject has been able to show better variation of endurance with the coefficient of variation, but has not been able to use reasoning in solving mathematical problems and can make generalizations according to level 6. Keyword : mathematics literacy skills, sequential learning styles and statistics

EVALUASI PELATIHAN DI PT. PUPUK KUJANG CIKAMPEK

2018 ◽  
Vol 3 (2) ◽  
Author(s):  
Lania Muharsih ◽  
Ratih Saraswati
Keyword(s):  
Training Evaluation ◽  
Work Productivity ◽  
Learning Behavior ◽  
Level 3 ◽  
Level 1 ◽  
Four Levels ◽  
A Company ◽  
Level 2 ◽  
Evaluation Sheet ◽  
Assessment Factor

This study aims to determine the training evaluation at PT. Kujang Fertilizer. PT. Pupuk Kujang is a company engaged in the field of petrochemicals. Evaluation sheet of PT. Fertilizer Kujang is made based on Kirkpatrick's theory which consists of four levels of evaluation, namely reaction, learning, behavior, and results. At level 1, namely reaction, in the evaluation sheet is in accordance with the theory of Kirkpatrick, at level 2 that is learning should be held pretest and posttest but only made scale. At level 3, behavior, according to theory, but on assessment factor number 3, quantity and work productivity should not need to be included because they are included in level 4. At level 4, that is the result, here is still lacking to get a picture of the results of the training that has been carried out because only based on answers from superiors without evidence of any documents.   Keywords: Training Evaluation, Kirkpatrick Theory.    Penelitian ini bertujuan mengetahui evaluasi training di PT. Pupuk Kujang. PT. Pupuk Kujang merupakan perusahaan yang bergerak di bidang petrokimia. Lembar evaluasi PT. Pupuk Kujang dibuat berdasarkan teori Kirkpatrick yang terdiri dari empat level evaluasi, yaitu reaksi, learning, behavior, dan hasil. Pada level 1 yaitu reaksi, di lembar evaluasi tersebut sudah sesuai dengan teori dari Kirkpatrick, pada level 2 yaitu learning seharusnya diadakan pretest dan posttest namun hanya dibuatkan skala. Pada level 3 yaitu behavior, sudah sesuai teori namun pada faktor penilaian nomor 3 kuantitas dan produktivitas kerja semestinya tidak perlu dimasukkan karena sudah termasuk ke dalam level 4. Pada level 4 yaitu hasil, disini masih sangat kurang untuk mendapatkan gambaran hasil dari pelatihan yang sudah dilaksanakan karena hanya berdasarkan dari jawaban atasan tanpa bukti dokumen apapun.   Kata kunci: Evaluasi Pelatihan, Teori Kirkpatrick.

scholarly journals Blended and more: instructors organize sensemaking opportunities for mathematical equations in different ways when teaching the same scientific phenomenon

2021 ◽  
Vol 8 (1) ◽  
Author(s):  
Fang Fang Zhao ◽  
Linh Chau ◽  
Anita Schuchardt
Keyword(s):  
Scientific Understanding ◽  
Biological Phenomenon ◽  
Study Approach ◽  
Different Types ◽  
Multiple Case ◽  
Mathematical Equations ◽  
Scientific Phenomenon ◽  
Student Problem ◽  
Mathematics And Science

Abstract Background Many students solving quantitative problems in science struggle to apply mathematical instruction they have received to novel problems. The few students who succeed often draw on both their mathematical understanding of the equation and their scientific understanding of the phenomenon. Understanding the sensemaking opportunities provided during instruction is necessary to develop strategies for improving student outcomes. However, few studies have examined the types of sensemaking opportunities provided during instruction of mathematical equations in science classrooms and whether they are organized in ways that facilitate integration of mathematical and scientific understanding. This study uses a multiple case study approach to examine the sensemaking opportunities provided by four different instructors when teaching the same biological phenomenon, population growth. Two questions are addressed: (1) What types of sensemaking opportunities are provided by instructors, and (2) How are those sensemaking opportunities organized? The Sci-Math Sensemaking Framework, previously developed by the authors, was used to identify the types of sensemaking. Types and organization of sensemaking opportunities were compared across the four instructors. Results The instructors provided different opportunities for sensemaking of equations, even though they were covering the same scientific phenomenon. Sensemaking opportunities were organized in three ways, blended (previously described in studies of student problem solving as integration of mathematics and science resources), and two novel patterns, coordinated and adjacent. In coordinated sensemaking, two types of sensemaking in the same dimension (either mathematics or science) are explicitly connected. In adjacent sensemaking, two different sensemaking opportunities are provided within the same activity but not explicitly connected. Adjacent sensemaking was observed in three instructors’ lessons, but only two instructors provided opportunities for students to engage in blended sensemaking. Conclusions Instructors provide different types of sensemaking opportunities when teaching the same biological phenomenon, making different resources available to students. The organization of sensemaking also differed with only two instructors providing blended sensemaking opportunities. This result may explain why few students engage in the successful strategy of integrating mathematics and science resources when solving quantitative problems. Documentation of these instructional differences in types and organization of sensemaking provides guidance for future studies investigating the effect of instruction on student sensemaking.

scholarly journals An Atmospheric Visibility Grading Method Based on Ensemble Learning and Stochastic Weight Average

Atmosphere ◽  
2021 ◽  
Vol 12 (7) ◽  
pp. 869
Author(s):  
Xiuguo Zou ◽  
Jiahong Wu ◽  
Zhibin Cao ◽  
Yan Qian ◽  
Shixiu Zhang ◽  
...  
Keyword(s):  
Ensemble Learning ◽  
Traffic Accidents ◽  
Feature Sets ◽  
Atmospheric Visibility ◽  
Average Accuracy ◽  
Level 3 ◽  
Visual Characteristics ◽  
Level 1 ◽  
Grading Model ◽  
Level 2

In order to adequately characterize the visual characteristics of atmospheric visibility and overcome the disadvantages of the traditional atmospheric visibility measurement method with significant dependence on preset reference objects, high cost, and complicated steps, this paper proposed an ensemble learning method for atmospheric visibility grading based on deep neural network and stochastic weight averaging. An experiment was conducted using the scene of an expressway, and three visibility levels were set, i.e., Level 1, Level 2, and Level 3. Firstly, the EfficientNet was transferred to extract the abstract features of the images. Then, training and grading were performed on the feature sets through the SoftMax regression model. Subsequently, the feature sets were ensembled using the method of stochastic weight averaging to obtain the atmospheric visibility grading model. The obtained datasets were input into the grading model and tested. The grading model classified the results into three categories, with the grading accuracy being 95.00%, 89.45%, and 90.91%, respectively, and the average accuracy of 91.79%. The results obtained by the proposed method were compared with those obtained by the existing methods, and the proposed method showed better performance than those of other methods. This method can be used to classify the atmospheric visibility of traffic and reduce the incidence of traffic accidents caused by atmospheric visibility.

The Rhetorical Case: Its Roman Precedent and the Current Debate

1989 ◽  
Vol 19 (3) ◽  
pp. 203-226 ◽  
Author(s):  
Michael Mendelson
Keyword(s):  
Problem Solving ◽  
Technical Writing ◽  
Current Debate ◽  
Case Study Method ◽  
Full Spectrum ◽  
Problem Solving Skills ◽  
Early Case ◽  
New Phase

Because of the recent emphasis on rhetorical context in business and technical writing (BTW) instruction, the problem-solving case has become a staple in BTW classrooms. However, a number of critics have voiced concerns about the use of the rhetorical case. These concerns recall an ancient debate among Roman rhetoricians over an early case-study method called declamation. For contemporary theorists, the debate over case study revolves around its value as a stimulant to problem-solving skills, its ability to imitate the realistic circumstances of professional BTW, and its emphasis on persona and audience along with its deemphasis of the teacher. A full spectrum of arguments on these and other issues in the case-study debate indicates that the discipline is entering a new phase in its deliberations over the role of problem-solving and pragmatics in the BTW classroom.

The Magical Number Two, Plus or Minus One: Some Limits on our Capacity for Processing Musical Information

2002 ◽  
Vol 6 (2) ◽  
pp. 185-219 ◽  
Author(s):  
Adam Ockelford
Keyword(s):  
Cognitive Processing ◽  
General Principle ◽  
Empirical Work ◽  
Theoretical Framework ◽  
Musical Structure ◽  
Magical Number ◽  
Level 3 ◽  
Level 1 ◽  
Level 2

Like all fields of human artistic endeavour, music is constrained by our cognitive processing requirements and limitations (Swain, 1986; Lerdahl, 1988; Huron, 2001). This articleconsiders particular forms of constraint pertaining to the relationships that the structure-seeking mind (subconsciously) fabricates between perceived musical events. It is proposed that 2±1 may be a universal limitation pertaining to the level of relationships so ideated. That is, in terms of Lewin'S (1987) theoretical framework in which “intervals” can be intuited between the “elements” of musical “spaces”, it is posited that the cognition of musical structure occurs either through intervals (level 1), through intervals between these (level 2), or — in some circumstances — through intervals between these(level 3). This proposition is explored through the psychomusicological model developed by Ockelford (1991, 1993, 1999), which too analyses musical structure in terms of the relationships that may be cognised between its discrete perceptual components. In particular, the model identifies a type of cognitive link through which events (at any level) arefelt to imply others the same or similar — through so-called “zygonic” relationships. This theory suggests a further general principle: that the highest level of relationship inoperation at any given point must be zygonic if the music is to be structurally coherent. Evidence for this, and for the limit on the level of relationships of 2±1, is offeredthrough a series of musical examples, which illustrate a variety of musical organisation in action. Finally, empirical work is suggested to explore further the theoretical ideas that arepresented here.

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