Abstract.
This research was conducted based on the findings that students have difficulties in learning multiplication of two numbers, especially multiplication of two digits with two digits and multiplication of two digits with three digits. This research is a pre-experimental design. The design that is used in this study is The One Shot Case Study. The purpose of this study is to find out: (1) to implement of Matematika GASING into the concept of multiplication (2) to know the influence of Matematika GASING toward students learning outcome (3) to know the positive influence of students interest and motivation simultaneously
to mathematics learning outcome in Matematika GASING. The population in this study is 5th grade students in Cihuni I elementary school in Kelapa Dua Tangerang districts. The sampling technique used purposive sampling and data collected by test and questionaire. The data findings analyzed by using anova with significance with level 5%. The expected results this research are: (1) Matematika GASING can be implement into the concept of multiplication (2) there is positive influence of Matematika GASING toward students learning outcome, (3) there is positive influence of students interest and motivation simultaneously to mathematics learning outcome in Matematika GASING.
Keywords and Phrases: study interest, study motivation, learning outcome, and Matematika GASING
A learning program not only aims to make students understand and master what and how things happen, but also provide an understanding of why it happened. Thus, a lesson that emphasizes problem-solving becomes very important to teach. One form of learning that emphasizes the problem solving is to apply systematic approach to problem solving. This is a guide to perform an action that serves to assist a person in solving a problem. Problem solving steps based on systematic approach to problem solving consists of four stages, namely problem analysis, problem solving process planning, calculation operations, and checking answers and interpretation of results. This study is a classroom action research that aims to see the inceasing of student learning outcomes after applied systematic approach to problem solving. The subject of this research is 25 students of class VIIIA MTs Salafiyah Syafi'iyah Tebuireng Jombang. Instruments in this study is a matter of student learning outcomes on the material wake up space. This research was conducted in two cycles because in the second cycle has reached the indicator of success that students achieve the minimal clarity of at least 75%. The results showed that student learning outcomes in the first cycle reached 36% classical completeness, and in the second cycle of classical completeness of 84%. This shows that the application of systematic approach to problem solving can increase student learning outcomes.
Effect of division by factors approach on the pupils’Alexander Decker
1) The document describes a study that examined the effect of the division by factors approach on pupils' achievement in dividing whole numbers.
2) The study involved 406 pupils randomly selected from primary schools in Nsukka, Nigeria who were given a test of dividing whole numbers.
3) The results showed that using the division by factors approach, which breaks down the divisor into convenient factors, was effective in enhancing pupils' achievement in dividing whole numbers compared to traditional long division methods.
This research was conducted due to the importance value of mathematics for early childhood and the fact some researches showed the early childhood education (ECE) teachers' low level of basic mathematical knowledge, especially the one related to childhood developmental stages. The participants of this research were 35 ECE teachers from one of the cities in West Java province with teaching experience approximately ten years. In this research, 30 minutes was given to the participants to solve 20 questions, which tested teachers' knowledge related to verbal counting sequence, counting, the ordinal number of words, addition/subtraction, divisions of sets, written number symbols, and words. Besides, the interview was conducted to get more indepth information from the participants. The quantitative descriptive analysis was used to identify the frequency, percentage, mean value, and standard deviation. The result of the research showed that ECE teachers had limited knowledge of children's mathematical development. It was revealed by the result of the mean value of the teachers’ responses, which were only 33% correct answers and 16% no idea answers. This result can become input for the stakeholders to hold a professional development program which aims to increase the quality of ECE teachers related to mathematical development activity.
Purpose: This study aims to identify the problem solving abilities possessed by junior high school students. The type of research used is quantitative which uses a research design survey. The sample of this study is 98 students taken based on purposive sampling techniques. This study uses descriptive statistics to analyze the data generated. From the results of the analysis that has been done, it was found that there is a problem solving indicator by students in mathematics which is a indicated by the indicators of planning a solution which has a good category of a 56.1% (55 of 98) students, the indicator of problem solving has a good category of a 56.1% (55 out of 98) students, indicators of a problem solving planning had a good category of a 54.1% (53 of 98) students, and an indicator of understanding a problem had a good category of a 60.2% (59 of 98) students.
The purpose of this study is to determine the mathematics teacher performance category in building high order thinking skills (HOTS) of students. The study was conducted on 560 students taken randomly from ten junior high schools and eight high schools from eight districts in North Sumatra Province. Data collection techniques and instruments are carried out by giving questionnaires to students which contain a number of questions about students' assessment of the mathematics teacher's performance in constructing the HOTS indicator. Based on descriptive analysis, it was found that the performance of mathematics teachers built HOTS indicators, namely (1) understanding of concepts, (2) mathematical communication, (3) creativity, (4) problem solving, and (5) reasoning is enough category. The results of analysis of variance show that teacher performance builds (1) understanding of concepts, (2) mathematical communication, (3) creativity, (4) problem solving, and (5) reasoning significantly influences students' abilities.
ST (Spatial Temporal) Math®: Impact on student progressMarianne McFadden
An action research studying how two middle schools implement the ST Math® program and the level of effectiveness with regard to standardized test results, overall confidence,and academic achievement.
Development of crosswordpuzzle (tts) media by cooperative approach on passive...Linda Rosita
This document summarizes a mini research report on developing a crossword puzzle learning media using a cooperative approach to teach passive voice material to 8th grade students in Medan, Indonesia. The study aimed to 1) develop a crossword puzzle learning media and 2) improve student learning outcomes. 30 students participated. Results showed that using crossword puzzles on passive voice material improved student test scores from a 53.3% average on the pre-test to 66.6% on the post-test. The researchers concluded that crossword puzzles are effective at helping to improve student understanding and learning results.
A learning program not only aims to make students understand and master what and how things happen, but also provide an understanding of why it happened. Thus, a lesson that emphasizes problem-solving becomes very important to teach. One form of learning that emphasizes the problem solving is to apply systematic approach to problem solving. This is a guide to perform an action that serves to assist a person in solving a problem. Problem solving steps based on systematic approach to problem solving consists of four stages, namely problem analysis, problem solving process planning, calculation operations, and checking answers and interpretation of results. This study is a classroom action research that aims to see the inceasing of student learning outcomes after applied systematic approach to problem solving. The subject of this research is 25 students of class VIIIA MTs Salafiyah Syafi'iyah Tebuireng Jombang. Instruments in this study is a matter of student learning outcomes on the material wake up space. This research was conducted in two cycles because in the second cycle has reached the indicator of success that students achieve the minimal clarity of at least 75%. The results showed that student learning outcomes in the first cycle reached 36% classical completeness, and in the second cycle of classical completeness of 84%. This shows that the application of systematic approach to problem solving can increase student learning outcomes.
Effect of division by factors approach on the pupils’Alexander Decker
1) The document describes a study that examined the effect of the division by factors approach on pupils' achievement in dividing whole numbers.
2) The study involved 406 pupils randomly selected from primary schools in Nsukka, Nigeria who were given a test of dividing whole numbers.
3) The results showed that using the division by factors approach, which breaks down the divisor into convenient factors, was effective in enhancing pupils' achievement in dividing whole numbers compared to traditional long division methods.
This research was conducted due to the importance value of mathematics for early childhood and the fact some researches showed the early childhood education (ECE) teachers' low level of basic mathematical knowledge, especially the one related to childhood developmental stages. The participants of this research were 35 ECE teachers from one of the cities in West Java province with teaching experience approximately ten years. In this research, 30 minutes was given to the participants to solve 20 questions, which tested teachers' knowledge related to verbal counting sequence, counting, the ordinal number of words, addition/subtraction, divisions of sets, written number symbols, and words. Besides, the interview was conducted to get more indepth information from the participants. The quantitative descriptive analysis was used to identify the frequency, percentage, mean value, and standard deviation. The result of the research showed that ECE teachers had limited knowledge of children's mathematical development. It was revealed by the result of the mean value of the teachers’ responses, which were only 33% correct answers and 16% no idea answers. This result can become input for the stakeholders to hold a professional development program which aims to increase the quality of ECE teachers related to mathematical development activity.
Purpose: This study aims to identify the problem solving abilities possessed by junior high school students. The type of research used is quantitative which uses a research design survey. The sample of this study is 98 students taken based on purposive sampling techniques. This study uses descriptive statistics to analyze the data generated. From the results of the analysis that has been done, it was found that there is a problem solving indicator by students in mathematics which is a indicated by the indicators of planning a solution which has a good category of a 56.1% (55 of 98) students, the indicator of problem solving has a good category of a 56.1% (55 out of 98) students, indicators of a problem solving planning had a good category of a 54.1% (53 of 98) students, and an indicator of understanding a problem had a good category of a 60.2% (59 of 98) students.
The purpose of this study is to determine the mathematics teacher performance category in building high order thinking skills (HOTS) of students. The study was conducted on 560 students taken randomly from ten junior high schools and eight high schools from eight districts in North Sumatra Province. Data collection techniques and instruments are carried out by giving questionnaires to students which contain a number of questions about students' assessment of the mathematics teacher's performance in constructing the HOTS indicator. Based on descriptive analysis, it was found that the performance of mathematics teachers built HOTS indicators, namely (1) understanding of concepts, (2) mathematical communication, (3) creativity, (4) problem solving, and (5) reasoning is enough category. The results of analysis of variance show that teacher performance builds (1) understanding of concepts, (2) mathematical communication, (3) creativity, (4) problem solving, and (5) reasoning significantly influences students' abilities.
ST (Spatial Temporal) Math®: Impact on student progressMarianne McFadden
An action research studying how two middle schools implement the ST Math® program and the level of effectiveness with regard to standardized test results, overall confidence,and academic achievement.
Development of crosswordpuzzle (tts) media by cooperative approach on passive...Linda Rosita
This document summarizes a mini research report on developing a crossword puzzle learning media using a cooperative approach to teach passive voice material to 8th grade students in Medan, Indonesia. The study aimed to 1) develop a crossword puzzle learning media and 2) improve student learning outcomes. 30 students participated. Results showed that using crossword puzzles on passive voice material improved student test scores from a 53.3% average on the pre-test to 66.6% on the post-test. The researchers concluded that crossword puzzles are effective at helping to improve student understanding and learning results.
This research is aimed at finding out: 1) the influence of discovery learning model with RME approach on Mathematics learning achievement; 2) the influence of interpersonal intelligence on Mathematics learning achievement; 3) the interaction between discovery learning model with RME approach and interpersonal intelligence on Mathematics learning achievement. The research was conducted at one of the state Elementary Schools in Banjarsari sub-district, Surakarta. The method used in this research was quasiexperimental method with 2x3 factorial design. Hypothesis test was done by two-way variance ANOVA test with different cells. It can be concluded that the discovery learning model with RME approach gives better influence on the Mathematics learning achievement than the direct learning model. Students having high interpersonal intelligence category get better Mathematics learning achievement than those having medium and low category. The students having medium interpersonal intelligence get better Mathematics achievement than those having low category. There is no interaction between learning model and interpersonal intelligence on Mathematics learning achievement.
1) The document discusses students' beliefs about mathematics, including their beliefs about the characteristics of mathematics, mathematical content, processes, cognitive processes, and usefulness of mathematics. It also discusses factors influencing students' self-concept, anxiety levels, and perceptions of mathematics teachers.
2) Research findings show that mathematics anxiety is a major contributor to students' achievement in mathematics. Students' relationships with their teachers also significantly impact their motivation and success.
3) Students view ideal mathematics teachers as having qualities like patience, clear explanations, ensuring students understand concepts, and being approachable. Both personal characteristics and instructional skills are important for effective teaching.
This research aimed to produce a learning trajectory which could help students to understand the concept of permutations through role-playing activity in the election of chairman and vice-chairman of Intra School Students Organization. This research was a design research method through three stage, 1) preliminary design/preparing for the experiment were used to design the Hypothetical Learning Trajectory, 2) design experiment was a Hypothetical Learning Trajectory test phase consisting of pilot and teaching experiment, 3) retrospective analysis. It was Indonesia’s Realistic Mathematics Education Approach at tenth grade of Senior High School No 15 Palembang. Data collecting technique were obtained from observations, recorded videos, photos, students’ sheet activities, and field documentation. The result of this research was a learning trajectory which has three activities that could help student to understand the concept of permutations, there are: 1) the students could determine the form of administrative committee and calculate the number of formed groups formation in the election from 2, 3, 4 and 5 nominated candidates, 2) Students could determine the number of groups’ formation convert into the closest form of the multiplication and the factorial, 3) by using the students understanding of factorial, students found the concept of permutations form: nPr
Childrení»s mathematics performance and drawing activities a constructive cor...Alexander Decker
This document summarizes a study that examined how drawing activities can improve children's performance in mathematics. The study used observation, interviews, achievement tests, and a pictorial Likert scale to analyze relationships between discovery learning methods and mathematics performance for 62 pupils at a primary school in Ghana where mathematics performance was low. The results revealed that incorporating drawing activities into mathematics lessons significantly improved pupils' mathematics performance and engagement. The study concluded that using arts-integrated approaches can help establish relationships between concepts and enhance understanding in mathematics.
GAMIFICATION ELEMENTS AND THEIR IMPACTS ON TEACHING AND LEARNING – A REVIEWijma
ABSTRACT
This paper discusses the results of a literature review to identify the elements of gamification in learning that have been applied in previous studies and their impacts on student learning, with only taking into account the related studies within the last three years (2016 to 2018). This is done to determine the most effective and suitable elements of gamification to be applied in our study and at the same time to identify research gaps that need to be fulfilled in future researches. The results of this review show that gamification has positive impact on student learning particularly in their engagement and achievement. Furthermore points, leaderboard and digital badge are the most applied gamification elements in the studies. The findings will be used as a guide for us in designing a gamified collaborative learning activities in the 3-dimensional virtual world that will be carried out later.
This document summarizes a research study that examined the relationship between Polya's problem-solving steps and the steps of computational thinking when students solve mathematics problems. The study found that when defining the problem, students performed abstraction and decomposition, consistent with computational thinking. When planning solutions, students used generalization. When implementing plans and checking answers, students used debugging and developing algorithms. So the study concluded that Polya's problem-solving aligns with computational thinking steps when students solve problems in mathematics.
CONCEPTUAL APPROACH AND SOLVING WORD PROBLEM INVOLVING MULTIPLICATION OF WHOL...WayneRavi
This study was conducted to determine the effect of conceptual approach on solving word problems involving multiplication of whole numbers as well as addition and subtraction. The study was carried out in Tambongon Elementary School to Fourty-one Grade Two students. Descriptive statistics (mean & SD), paired-sample T-test and ETA2 were used as tools in the analysis of data. Results revealed that there was a significant difference on the pretest and post test scores of conceptual approach. Further, conceptual approach has large effect.
1) The document discusses students' beliefs about mathematics, including their beliefs about the characteristics of mathematics, mathematical content, processes, cognitive processes, and usefulness of mathematics. It also examines students' self-beliefs and relationship to mathematics anxiety.
2) Research findings show that students identify mathematical content as numbers, operations, and problem-solving using formulas. Some see mathematics as exploring topics. Others view it as understanding concepts or thinking processes.
3) Students believe mathematics is useful for daily life, overcoming problems, and careers. Their self-confidence and views of teachers also impact their relationship to mathematics.
This was a field research (literature review and exploration) with descriptive quantitative approach. This study aims: (1) to develop a model (scheme) to assess mathematical power, (2) to test the validity of instruments of mathematical power assessment, and (3) to developa valid and reliable test and non-test instrument prototypes as a mathematical power measurement. The research instruments consist of 4 items of essay test, 20 sheets of observation on investigative activities, and 20 items of questionnaires. Validity test was conducted through constructions built up from 3 aspects of mathematical power ability. Result of instrument analysis showed that: (1) the r of instrument test = 0.947, meaning that the instrument is reliable, (2) the r of activity observation sheets = 0.912, meaning that the instrument is reliable, and (3) the r of questionnaires = 0.770, meaning that the questionnaire is reliable on 0.05 significance level. This study concludes: (a) the steps in the model (scheme) of mathematical power assessment may be used as a reference for assessing mathematical power, (b) test and non-test instruments are valid and reliable, and (c) prototypes of test and non-test instruments may be used as a measurement in mathematical power assessment.
This article describes a generalization strategy on pictorial visual patterns. This explorative descriptive study involves 60 students of 7 Grade Student of private junior high school in Tuban East Java Indonesia. Data obtained through the pattern generalization task. The type of pattern used in this research is pictorial sequences with two non-consecutive terms. Selection of a pictorial sequences with two non-consecutive pattern to focus students' attention on visual stimuli. Based on the students answers of pattern generalization task, there are 33 students who answered correctly and 27 students answered wrong. From the correct answer, there are six different general formula representations. The visualization strategy used by the students begins by splitting the image into smaller elements. The way students break down into smaller elements is also diverse. Students divide the image in the form of V (2 matchsticks), U shape (3 matchsticks), square shape (4 matchsticks) and lastly divide in a unit additive consisting of 7 matchsticks.
The document describes the Iceberg Model for mathematics learning. It uses the metaphor of an iceberg to represent different levels of mathematical knowledge, with the tip of the iceberg being formal, explicit teaching and the larger submerged part representing the foundational, implicit knowledge. The three stages of mathematics learning according to this model are informal experiential learning, pre-formal use of representations and models, and formal explicit procedures. An example is given of converting fractions to percentages to illustrate how students can progress from an informal survey activity to a pre-formal representation using fraction models to the formal procedure.
This study was done to analyze the effect of Polyatype problem solving learning oriented toward realistic mathematics on the ability to solve mathematical word problems. This study belongs to an experimental research with the Posttest Only Control Group Design. The population used in this study was the students of grade 4 at Gugus VIII SukawatiGianyarelementary schools with the total number of 138. The sample was selected through random sampling. The result of selection by lottery assigned Grade 4 students of SDN 4 SingapaduKaler to the control class and Grade 4 students of SDN 1 SingapaduKaler to the experiment class. The data were collected through an essay test that had been validated. The data that had been collected were analyzed through a difference test (t-test). Based on the result of data analysis it can be concluded that the use of Polya type problem solving teaching model oriented toward realistic mathematics gave a positive effect to the ability to solve word problems among the Grade 4 students in Gugus VIII Sukawati Gianyar.
KEYWORD APPROACH AND SOLVING WORD PROBLEMS INVOLVING ADDITION OF WHOLE NUMBER WayneRavi
This study was conducted to determine the effect of keywords approach on solving word problems involving addition of whole numbers with sums up to 99,999 including money following the steps in problem solving. Results revealed that the pre test score was low; the post test score was high. There was a significant difference on the pre test and post test scores of keywords approach. Further, the keywords approach has large effect on the solving word problems involving addition of whole number.
It is necessary to develop metacognitive skills-based teaching materials to foster mathematical problem-solving abilities. This research is a research and development. Method used for development using four phases: Design, Construction, Testing, Evaluation and Revision. The criteria used to assess the quality of the learning device refer to the material quality criteria namely: validity, practicality, effectiveness. Subject of trials in this research are 25 students of XI IPA-4 and 25 students of XI IPA-2. Two indicators of this study are metacognitive skills and problem solving. Metacognitive skills are: prediction skills, planning skills, monitoring skills, and evaluation skills. Indicators of problem solving are: understanding the problem, devising a plan, carrying out the plan, and looking back. The data are collected by giving Tests and questionnaires, and through observations. The research instruments are: questionnaire of validation for teaching materials, student questionnaire responses to instructional materials, observation sheet activities of learners, observation sheets of learning implementation and learning management observation sheet. The result of this research is metacognitive skills-based teaching materials are succeeded (fulfilling the criteria of valid, practical, and effective) to emerge students mathematical problem-solving.
Dr. M.THIRUNAVUKKARASU
Research Associate
Department of Education
Bharathidasan University,
Tiruchirappalli - 620 024, Tamil Nadu, India
E-mail: edutechthiru@gmail.com
Dr. S. SENTHILNATHAN
Director (FAC),
UGC - Human Resource Development Centre
(HRDC)
Bharathidasan University
Khajamalai Campus
Tiruchirappalli - 620 023
E-mail: edutechsenthil@gmail.com
Full indo ms-jme-rully-charitas-indra-prahmanamafia_konoha
This document summarizes a research study that examined using an Indonesian traditional game called Permainan Tradisional Tepuk Bergambar (PT2B) to help third grade students understand the concept of multiplication. The study found that embedding mathematical concepts within the context of a traditional game helped stimulate students' understanding as they discovered, described, and discussed strategies. It helped students develop their understanding of multiplication from an informal to a more formal level. The learning trajectory that engaged students in meaningful activities within the PT2B game context played an important role in their conceptual understanding of multiplication as repeated addition.
Mr.M.THIRUNAVUKKARASU
Ph.D. Research Scholar
Dept. of Educational Technology
Bharathidasan University
Tiruchirappalli – 620 023.
Email: edutechthiru@gmail.com
Dr. S. SENTHILNATHAN
Assistant Professor
Dept. of Educational Technology
Bharathidasan University
Tiruchirappalli – 620 023
Email: edutechsenthil@gmail.com
Enhancing students’ mathematical creative problem solvingAlexander Decker
This document discusses a study that examined the effect of situation-based learning (SBL) on students' mathematical creative problem solving (CPS) ability. The study used an experiment group that received SBL instruction and a control group that received conventional instruction. Results showed that the experiment group had greater gains in mathematical CPS ability compared to the control group. Specifically, the experiment group improved their average score from 16.32 to 32.91, while the control group improved from 16.21 to 24.66. Additionally, the strongest aspect of mathematical CPS ability developed was fact finding, while the weakest was acceptance finding. Therefore, the study concluded that SBL is more effective than conventional learning at enhancing students' mathematical
EFFECTIVENESS OF SINGAPORE MATH STRATEGIES IN LEARNING MATHEMATICS AMONG FOUR...Thiyagu K
The Singapore math method is child-focused, and seeks to make sure that the student gains a full and complete understanding of the fundamental mathematical concepts, rather than merely memorizes a rote collection of facts. This approach not merely enhances mathematical learning; it also offers a firm foundation from which broader mathematical principles can be extrapolated. The present study tries to find out the effectiveness of Singapore math strategies in learning mathematics among fourth standard students. Two equivalent group experimental-designs are employed for this study. The investigator has chosen 64 Fourth standard students for the study. According to the scoring of pre-test, 32 students were chosen as control group and 32 students were chosen as experimental group. Finally the investigator concludes; (a) the experimental group student is better than control group students in their gain scores. (b) There is no significant difference between control group and experimental group students in their pre test scores and post test. (c)There is significant difference between control group and experimental group students in the scores of posttest attainment of knowledge, understanding and application objectives.
Mathematical problem solving was an crucial skill to be mastered by primary
school student so that will help student to unravel their problems encountered
in everyday life. By using the realistic mathematics approach, stundents learn
mathematical concept based on reality or scope around students. This study
aimed to develop an eligible learning materials and test the effectiveness of
learning materials based on realistic mathematics education to enhance the
problem solving skill of primary school students. This research and
development study was conducted in Sawangan Subdistrict, Magelang
Regency, Central Java, Indonesia. The testing subjects consisted of 12
students in the the preliminary field, there were 42 students in the main field,
and 90 students in the operational field that divided into experiment dan
control class. The data were collected by interviews, observation, and tests.
The analyzing N-gain score and t-test with a significant level of 0.05 done to
find out th effectiveness of the teaching materials. The developed of realistic
mathematics eduation learning materials is feasible and effective in
improving problem solving skill with significance value of 0.000 (p≤0.05). It
can enhance the problem solving skills of 4
th
grade elementary school.
The purpose of this research is to analyze the improvement of students' mathematical literacy ability through the use of mathematics teaching materials with metacognitive approach guidance. This research will be held in the city of Kendari to the subject of this research target is students who are at grade 5 Land in Junior High VIIID Kendari years lessons 2017/2018 with many limited scale trial class is only required as much as 1 class. To know the significance of the increase in the literacy abilities of students using paired t-test. Data processing using the SPSS program with criteria if α=0,05 then there is an increased of student's mathematical literacy ability. The results of the analysis on the stages of the evaluation shows the learning materials with metacognitive approach guidance can provide better against an increase in student learning. The ability of the early mathematical literacy against students is very less because of learning during this time students have not been directed with the ability of mathematical literacy. After the students get learning by using learning materials through metacognitive approach guidance, the ability of mathematical literacy students’ level 3 and level 4 underwent significant improvement.
Analysis Of The Difficulties Of The Mathematical Creative Thinking Process In...Bryce Nelson
This document analyzes the difficulties students face in mathematical creative thinking processes in problem-based learning. It discusses a study of 32 eighth grade students in Medan, Indonesia. The results found that students at very high levels had no difficulties, while students at high levels struggled with applying ideas. Students at medium levels had trouble planning and applying ideas in certain indicators. Lower ability students struggled with planning, synthesizing ideas, and applying ideas across several indicators. Students at very low levels faced difficulties synthesizing ideas, planning, and applying ideas across multiple indicators of creative thinking.
This research is aimed at finding out: 1) the influence of discovery learning model with RME approach on Mathematics learning achievement; 2) the influence of interpersonal intelligence on Mathematics learning achievement; 3) the interaction between discovery learning model with RME approach and interpersonal intelligence on Mathematics learning achievement. The research was conducted at one of the state Elementary Schools in Banjarsari sub-district, Surakarta. The method used in this research was quasiexperimental method with 2x3 factorial design. Hypothesis test was done by two-way variance ANOVA test with different cells. It can be concluded that the discovery learning model with RME approach gives better influence on the Mathematics learning achievement than the direct learning model. Students having high interpersonal intelligence category get better Mathematics learning achievement than those having medium and low category. The students having medium interpersonal intelligence get better Mathematics achievement than those having low category. There is no interaction between learning model and interpersonal intelligence on Mathematics learning achievement.
1) The document discusses students' beliefs about mathematics, including their beliefs about the characteristics of mathematics, mathematical content, processes, cognitive processes, and usefulness of mathematics. It also discusses factors influencing students' self-concept, anxiety levels, and perceptions of mathematics teachers.
2) Research findings show that mathematics anxiety is a major contributor to students' achievement in mathematics. Students' relationships with their teachers also significantly impact their motivation and success.
3) Students view ideal mathematics teachers as having qualities like patience, clear explanations, ensuring students understand concepts, and being approachable. Both personal characteristics and instructional skills are important for effective teaching.
This research aimed to produce a learning trajectory which could help students to understand the concept of permutations through role-playing activity in the election of chairman and vice-chairman of Intra School Students Organization. This research was a design research method through three stage, 1) preliminary design/preparing for the experiment were used to design the Hypothetical Learning Trajectory, 2) design experiment was a Hypothetical Learning Trajectory test phase consisting of pilot and teaching experiment, 3) retrospective analysis. It was Indonesia’s Realistic Mathematics Education Approach at tenth grade of Senior High School No 15 Palembang. Data collecting technique were obtained from observations, recorded videos, photos, students’ sheet activities, and field documentation. The result of this research was a learning trajectory which has three activities that could help student to understand the concept of permutations, there are: 1) the students could determine the form of administrative committee and calculate the number of formed groups formation in the election from 2, 3, 4 and 5 nominated candidates, 2) Students could determine the number of groups’ formation convert into the closest form of the multiplication and the factorial, 3) by using the students understanding of factorial, students found the concept of permutations form: nPr
Childrení»s mathematics performance and drawing activities a constructive cor...Alexander Decker
This document summarizes a study that examined how drawing activities can improve children's performance in mathematics. The study used observation, interviews, achievement tests, and a pictorial Likert scale to analyze relationships between discovery learning methods and mathematics performance for 62 pupils at a primary school in Ghana where mathematics performance was low. The results revealed that incorporating drawing activities into mathematics lessons significantly improved pupils' mathematics performance and engagement. The study concluded that using arts-integrated approaches can help establish relationships between concepts and enhance understanding in mathematics.
GAMIFICATION ELEMENTS AND THEIR IMPACTS ON TEACHING AND LEARNING – A REVIEWijma
ABSTRACT
This paper discusses the results of a literature review to identify the elements of gamification in learning that have been applied in previous studies and their impacts on student learning, with only taking into account the related studies within the last three years (2016 to 2018). This is done to determine the most effective and suitable elements of gamification to be applied in our study and at the same time to identify research gaps that need to be fulfilled in future researches. The results of this review show that gamification has positive impact on student learning particularly in their engagement and achievement. Furthermore points, leaderboard and digital badge are the most applied gamification elements in the studies. The findings will be used as a guide for us in designing a gamified collaborative learning activities in the 3-dimensional virtual world that will be carried out later.
This document summarizes a research study that examined the relationship between Polya's problem-solving steps and the steps of computational thinking when students solve mathematics problems. The study found that when defining the problem, students performed abstraction and decomposition, consistent with computational thinking. When planning solutions, students used generalization. When implementing plans and checking answers, students used debugging and developing algorithms. So the study concluded that Polya's problem-solving aligns with computational thinking steps when students solve problems in mathematics.
CONCEPTUAL APPROACH AND SOLVING WORD PROBLEM INVOLVING MULTIPLICATION OF WHOL...WayneRavi
This study was conducted to determine the effect of conceptual approach on solving word problems involving multiplication of whole numbers as well as addition and subtraction. The study was carried out in Tambongon Elementary School to Fourty-one Grade Two students. Descriptive statistics (mean & SD), paired-sample T-test and ETA2 were used as tools in the analysis of data. Results revealed that there was a significant difference on the pretest and post test scores of conceptual approach. Further, conceptual approach has large effect.
1) The document discusses students' beliefs about mathematics, including their beliefs about the characteristics of mathematics, mathematical content, processes, cognitive processes, and usefulness of mathematics. It also examines students' self-beliefs and relationship to mathematics anxiety.
2) Research findings show that students identify mathematical content as numbers, operations, and problem-solving using formulas. Some see mathematics as exploring topics. Others view it as understanding concepts or thinking processes.
3) Students believe mathematics is useful for daily life, overcoming problems, and careers. Their self-confidence and views of teachers also impact their relationship to mathematics.
This was a field research (literature review and exploration) with descriptive quantitative approach. This study aims: (1) to develop a model (scheme) to assess mathematical power, (2) to test the validity of instruments of mathematical power assessment, and (3) to developa valid and reliable test and non-test instrument prototypes as a mathematical power measurement. The research instruments consist of 4 items of essay test, 20 sheets of observation on investigative activities, and 20 items of questionnaires. Validity test was conducted through constructions built up from 3 aspects of mathematical power ability. Result of instrument analysis showed that: (1) the r of instrument test = 0.947, meaning that the instrument is reliable, (2) the r of activity observation sheets = 0.912, meaning that the instrument is reliable, and (3) the r of questionnaires = 0.770, meaning that the questionnaire is reliable on 0.05 significance level. This study concludes: (a) the steps in the model (scheme) of mathematical power assessment may be used as a reference for assessing mathematical power, (b) test and non-test instruments are valid and reliable, and (c) prototypes of test and non-test instruments may be used as a measurement in mathematical power assessment.
This article describes a generalization strategy on pictorial visual patterns. This explorative descriptive study involves 60 students of 7 Grade Student of private junior high school in Tuban East Java Indonesia. Data obtained through the pattern generalization task. The type of pattern used in this research is pictorial sequences with two non-consecutive terms. Selection of a pictorial sequences with two non-consecutive pattern to focus students' attention on visual stimuli. Based on the students answers of pattern generalization task, there are 33 students who answered correctly and 27 students answered wrong. From the correct answer, there are six different general formula representations. The visualization strategy used by the students begins by splitting the image into smaller elements. The way students break down into smaller elements is also diverse. Students divide the image in the form of V (2 matchsticks), U shape (3 matchsticks), square shape (4 matchsticks) and lastly divide in a unit additive consisting of 7 matchsticks.
The document describes the Iceberg Model for mathematics learning. It uses the metaphor of an iceberg to represent different levels of mathematical knowledge, with the tip of the iceberg being formal, explicit teaching and the larger submerged part representing the foundational, implicit knowledge. The three stages of mathematics learning according to this model are informal experiential learning, pre-formal use of representations and models, and formal explicit procedures. An example is given of converting fractions to percentages to illustrate how students can progress from an informal survey activity to a pre-formal representation using fraction models to the formal procedure.
This study was done to analyze the effect of Polyatype problem solving learning oriented toward realistic mathematics on the ability to solve mathematical word problems. This study belongs to an experimental research with the Posttest Only Control Group Design. The population used in this study was the students of grade 4 at Gugus VIII SukawatiGianyarelementary schools with the total number of 138. The sample was selected through random sampling. The result of selection by lottery assigned Grade 4 students of SDN 4 SingapaduKaler to the control class and Grade 4 students of SDN 1 SingapaduKaler to the experiment class. The data were collected through an essay test that had been validated. The data that had been collected were analyzed through a difference test (t-test). Based on the result of data analysis it can be concluded that the use of Polya type problem solving teaching model oriented toward realistic mathematics gave a positive effect to the ability to solve word problems among the Grade 4 students in Gugus VIII Sukawati Gianyar.
KEYWORD APPROACH AND SOLVING WORD PROBLEMS INVOLVING ADDITION OF WHOLE NUMBER WayneRavi
This study was conducted to determine the effect of keywords approach on solving word problems involving addition of whole numbers with sums up to 99,999 including money following the steps in problem solving. Results revealed that the pre test score was low; the post test score was high. There was a significant difference on the pre test and post test scores of keywords approach. Further, the keywords approach has large effect on the solving word problems involving addition of whole number.
It is necessary to develop metacognitive skills-based teaching materials to foster mathematical problem-solving abilities. This research is a research and development. Method used for development using four phases: Design, Construction, Testing, Evaluation and Revision. The criteria used to assess the quality of the learning device refer to the material quality criteria namely: validity, practicality, effectiveness. Subject of trials in this research are 25 students of XI IPA-4 and 25 students of XI IPA-2. Two indicators of this study are metacognitive skills and problem solving. Metacognitive skills are: prediction skills, planning skills, monitoring skills, and evaluation skills. Indicators of problem solving are: understanding the problem, devising a plan, carrying out the plan, and looking back. The data are collected by giving Tests and questionnaires, and through observations. The research instruments are: questionnaire of validation for teaching materials, student questionnaire responses to instructional materials, observation sheet activities of learners, observation sheets of learning implementation and learning management observation sheet. The result of this research is metacognitive skills-based teaching materials are succeeded (fulfilling the criteria of valid, practical, and effective) to emerge students mathematical problem-solving.
Dr. M.THIRUNAVUKKARASU
Research Associate
Department of Education
Bharathidasan University,
Tiruchirappalli - 620 024, Tamil Nadu, India
E-mail: edutechthiru@gmail.com
Dr. S. SENTHILNATHAN
Director (FAC),
UGC - Human Resource Development Centre
(HRDC)
Bharathidasan University
Khajamalai Campus
Tiruchirappalli - 620 023
E-mail: edutechsenthil@gmail.com
Full indo ms-jme-rully-charitas-indra-prahmanamafia_konoha
This document summarizes a research study that examined using an Indonesian traditional game called Permainan Tradisional Tepuk Bergambar (PT2B) to help third grade students understand the concept of multiplication. The study found that embedding mathematical concepts within the context of a traditional game helped stimulate students' understanding as they discovered, described, and discussed strategies. It helped students develop their understanding of multiplication from an informal to a more formal level. The learning trajectory that engaged students in meaningful activities within the PT2B game context played an important role in their conceptual understanding of multiplication as repeated addition.
Mr.M.THIRUNAVUKKARASU
Ph.D. Research Scholar
Dept. of Educational Technology
Bharathidasan University
Tiruchirappalli – 620 023.
Email: edutechthiru@gmail.com
Dr. S. SENTHILNATHAN
Assistant Professor
Dept. of Educational Technology
Bharathidasan University
Tiruchirappalli – 620 023
Email: edutechsenthil@gmail.com
Enhancing students’ mathematical creative problem solvingAlexander Decker
This document discusses a study that examined the effect of situation-based learning (SBL) on students' mathematical creative problem solving (CPS) ability. The study used an experiment group that received SBL instruction and a control group that received conventional instruction. Results showed that the experiment group had greater gains in mathematical CPS ability compared to the control group. Specifically, the experiment group improved their average score from 16.32 to 32.91, while the control group improved from 16.21 to 24.66. Additionally, the strongest aspect of mathematical CPS ability developed was fact finding, while the weakest was acceptance finding. Therefore, the study concluded that SBL is more effective than conventional learning at enhancing students' mathematical
EFFECTIVENESS OF SINGAPORE MATH STRATEGIES IN LEARNING MATHEMATICS AMONG FOUR...Thiyagu K
The Singapore math method is child-focused, and seeks to make sure that the student gains a full and complete understanding of the fundamental mathematical concepts, rather than merely memorizes a rote collection of facts. This approach not merely enhances mathematical learning; it also offers a firm foundation from which broader mathematical principles can be extrapolated. The present study tries to find out the effectiveness of Singapore math strategies in learning mathematics among fourth standard students. Two equivalent group experimental-designs are employed for this study. The investigator has chosen 64 Fourth standard students for the study. According to the scoring of pre-test, 32 students were chosen as control group and 32 students were chosen as experimental group. Finally the investigator concludes; (a) the experimental group student is better than control group students in their gain scores. (b) There is no significant difference between control group and experimental group students in their pre test scores and post test. (c)There is significant difference between control group and experimental group students in the scores of posttest attainment of knowledge, understanding and application objectives.
Mathematical problem solving was an crucial skill to be mastered by primary
school student so that will help student to unravel their problems encountered
in everyday life. By using the realistic mathematics approach, stundents learn
mathematical concept based on reality or scope around students. This study
aimed to develop an eligible learning materials and test the effectiveness of
learning materials based on realistic mathematics education to enhance the
problem solving skill of primary school students. This research and
development study was conducted in Sawangan Subdistrict, Magelang
Regency, Central Java, Indonesia. The testing subjects consisted of 12
students in the the preliminary field, there were 42 students in the main field,
and 90 students in the operational field that divided into experiment dan
control class. The data were collected by interviews, observation, and tests.
The analyzing N-gain score and t-test with a significant level of 0.05 done to
find out th effectiveness of the teaching materials. The developed of realistic
mathematics eduation learning materials is feasible and effective in
improving problem solving skill with significance value of 0.000 (p≤0.05). It
can enhance the problem solving skills of 4
th
grade elementary school.
The purpose of this research is to analyze the improvement of students' mathematical literacy ability through the use of mathematics teaching materials with metacognitive approach guidance. This research will be held in the city of Kendari to the subject of this research target is students who are at grade 5 Land in Junior High VIIID Kendari years lessons 2017/2018 with many limited scale trial class is only required as much as 1 class. To know the significance of the increase in the literacy abilities of students using paired t-test. Data processing using the SPSS program with criteria if α=0,05 then there is an increased of student's mathematical literacy ability. The results of the analysis on the stages of the evaluation shows the learning materials with metacognitive approach guidance can provide better against an increase in student learning. The ability of the early mathematical literacy against students is very less because of learning during this time students have not been directed with the ability of mathematical literacy. After the students get learning by using learning materials through metacognitive approach guidance, the ability of mathematical literacy students’ level 3 and level 4 underwent significant improvement.
Analysis Of The Difficulties Of The Mathematical Creative Thinking Process In...Bryce Nelson
This document analyzes the difficulties students face in mathematical creative thinking processes in problem-based learning. It discusses a study of 32 eighth grade students in Medan, Indonesia. The results found that students at very high levels had no difficulties, while students at high levels struggled with applying ideas. Students at medium levels had trouble planning and applying ideas in certain indicators. Lower ability students struggled with planning, synthesizing ideas, and applying ideas across several indicators. Students at very low levels faced difficulties synthesizing ideas, planning, and applying ideas across multiple indicators of creative thinking.
This study aims to produce a learning trajectory using the mathematical modeling in helping students to understand the concept of algebraic operations. Therefore, the design research was chosen to meet the research aims and to give in formulating and developing local instructional theory in learning algebraic operations.Learning trajectory designed in the early phases and tested on 34 seven-grade students in SMP N 10 Palembang. Data collection was conducted through observation by recording the learning process that occured in the classroom and students’ group work was evidenced by video and photos. Data was analyzed qualitatively by describing actual learning which happened in pilot experiment and teaching experiment. There are 3 learning activities in the design of this study. These 3 activities are designed based on the steps of the Mathematical Modeling, activity 1 meaning of algebraic expressions, activity 2 addition of algebraic and activity 3 subtraction of algebraic. Based on the result, it can be concluded that activity which has been designed can help the students in learning algebraic operations using mathematical modeling. Used mathematical modeling can help student solve the problems and understand concept are structured using the assumptions and model start they design so gradually developed into formal mathematics.
The affective aspects must be owned by students in a lesson, where the
affective aspects will have a relationship with the cognitive aspects of a
student, therefore this study aimed to determine whether there is a
relationship between students 'mathematical dispositions and students'
mathematics learning outcomes. Using a mixed method and a sequential
explanatory plan, the research was undertaken by first collecting quantitative
data and then continuing to collect qualitative data. Where, the sample count
in this study was 413 students from junior secondary schools 18 in Jambi
City, Indonesia who used a total sampling technique. Data were then
analyzed with the help of SPSS 21 application to find descriptive statistics in
the form of mean, min, max, and category as well as inferential statistics
using Pearson Product Moment. The results obtained in this study dominate
both the mathematical disposition of pupils and the learning outcomes of
pupils in mathematics. This was reinforced by the existence of a relationship
between mathematical disposition and student learning outcomes in
mathematics which is indicated by the obtained sig <0.05. This means that
the mathematical disposition of students which includes the affective aspect
of students has a relationship with the cognitive aspect, by having a good
affective aspect, the cognitive aspects of the student are also good.
Mathematical beliefs and metacognitive knowledge play significant roles in solving mathematical problems; thus, this study aims to investigate the influence of middle school students' beliefs on their metacognitive knowledge when solving geometry problems. This study utilizes both quantitative and qualitative research methods. A linear regression test was used to determine the effect of middle school students' beliefs on their metacognitive knowledge. The results of the quantitative research analysis were followed up with a qualitative research approach to describe the metacognitive knowledge of students who have high and low confidence in solving geometric problems. This research involved 352 middle school students in the Tarakan area. Based on the results of linear regression, it is known that the beliefs of middle school students have a positive effect on their metacognitive knowledge when solving geometric problems. In addition, it was found that students with different beliefs could solve a given geometry problem, but the approach to solving it varied among subjects. Middle school students have diverse beliefs, but these variations do not affect their capacity to apply their metacognitive knowledge at every stage
of solving mathematical problems.
The Mathematics Syllabus that has been adopted worldwideDavid Yeng
Primary level Mathematics by Singapore has been adopted worldwide, including more than 300,000 students in the United States. Singapore Mathematics is well-known for its Part & Whole model, which is unique to Singapore. Singaporean students are also known to achieve very level of proficiency in Mathematics, according to various International surveys (TIMSS, PISA).
At JA International Education, we are committed to bringing you the best education, easily implementable with low replacement costs, and can be used within US, UK, Australian, NZ education systems. Contact us to find out why and how.
Problem-based learning (PBL) has been widely applied as an alternative to improve learning outcomes, but it is still little studied in the context of the probability theory course. This study described how implementing the PBL model improves students’ problem-solving and critical thinking skills in probability theory course and evaluates its quality. This design research involved 58 undergraduate students and two probability theory course lecturers from two universities in Indonesia as participants. Data collection used observation to describe PBL implementation, then questionnaire and pretest-posttest to evaluate the quality of the model. This study produced a PBL model for the probability theory course which is implemented through five steps: i) Orienting students on problems; ii) Organizing students to study; iii) Assisting individual and group investigations; iv) Developing and presenting work or solutions; and v) Analyzing and evaluating problem solving processes. Lecturers and students consider that the implementation of PBL is practical. PBL implementation can also improve students’ problem-solving skills and critical thinking in the probability theory course. Thus, implementing PBL can be used as a solution to optimize learning outcomes in the probability theory course.
An Investigation Of Secondary Teachers Understanding And Belief On Mathemati...Tye Rausch
1) The document discusses secondary teachers' understanding and beliefs regarding mathematical problem solving in Indonesia. It investigates how teachers understand problem solving concepts like problems, strategies, and instructional practices, as well as their self-reported difficulties.
2) The study found that teachers have a good understanding of pedagogical problem solving knowledge but a weaker understanding of problem solving content knowledge such as strategies. Teachers reported that their main difficulties are determining precise mathematical models and choosing suitable real-world contexts for problems.
3) The study also examined teachers' beliefs about mathematics and learning, finding they tend to view mathematics as static but believe problem solving should be taught dynamically to engage students.
Effectiveness of Division Wheel in Basic Mathematics Operation Case Study: Pr...iosrjce
Mathematics is important in everyday life. Mathematics involve with the concept of addition,
subtraction, multiplication, and division. Advance topic in mathematics may cause students to experience
difficulty catching up with the syllabus, especially as a majority primary students are not able to understand
basic concept of division. Therefore, this research study has been conducted to determine the effectiveness of
‘division wheel’ in mathematics division operations. The target for sample size is 400 respondents involving
only standard five in between excellent, moderate and poor classes. This research study involves a
questionnaire using the Likert scale, while the analysis used is descriptive analysis. A test will be carry out
before (pre-test) and after (post-test) teaching method using ‘division wheel’. Pre-test analysis shows majority
male respondents have poor achievement, while female respondents have moderate achievement. After applied
the ‘division wheel’, there are increasing numbers for excellent and moderate achievement for male respondents
and excellent for female respondents after taking post-test. Questionnaire results shows that the majority of
students prefer to use ‘division wheel’ as concrete material in learning process. ‘Division wheel’ had helps
students understand the concept of basic division operation and confident to answer question properly without
teacher’s help. Students start to love doing mathematics especially divide questions. In conclusion, the ‘division
wheel’has become a new method in mastering the concept of division.
Students Effort to Improve Learning Results by Using Quantum Learning Method ...AI Publications
This research aims to determine student learning outcomes by applying Quantum Learning method of prism and pyramid by eight grade students of SMP Negeri 2 Sipoholon in academic year 2017/2018. This type of research is Class Action Research (CAR). The subjects in this study were eight grade students of SMP Negeri 2 Sipoholon in academic year 2017/2018 were 28 student. The objective of this research is improving student learning outcomes. Instruments used were: description tests, observation sheets and interviews. Descriptive tests use to find out student learning outcomes, observation sheets use to find out ability of the teacher to apply learning and interviews to find out where the students are wrong. The average initial test score was 35.46 and the classical completeness was 0%. The average value of the first cycle was 59.78. Students who completed were 11 students (39.29%), 17 students (60.71%) were not finished, and the implementation of learning was in a less category (value 2.00). The increase in classical completeness was 39.29% and the average increase was 24.32 from the results of the initial tests. The average value of the second cycle was 76.04 and 25 students (89.29%) from 28 students had achieved mastery learning while the other 3 students (10.71%) had not yet completed, and the learning went well (average 3, 00). Cycle II has achieved classical completeness. Classical completeness has increased by 50% and the average has increased by 16.25 from cycle I. Thus the Quantum Learning method can improve student learning outcomes on the Prism and Piramid by eight grade students of SMP Negeri 2 Sipoholon in academic year 2017/2018.
This study aims to reveal the profile of open-start problem-solving with ethnomathematics regarding student learning styles. This research is a qualitative research study on 3 out of 31 students of Junior High School of 3 Magetan taken by purposive sampling. The three students carried out four stages: understanding the problem, planning problem-solving strategies, implementing problem-solving strategies, and reviewing again. The results of the research show that students with a visual learning style solve problems by understanding problems through writing known and being asked and drawing illustrations, planning problem-solving strategies by making examples, carrying out solving strategies by working on the calculation process; students with an auditory learning style solve problems by understanding problems through writing known and being asked, planning strategies by making problems and formulating formulas used, implementing solutions by doing calculations and reviewing; students with a kinesthetic learning style solve problems by understanding issues through writing known and being asked, making examples and writing the formulas used, carrying out solving strategies by applying the calculation process and reviewing the results obtained. However, of the three styles, the results of the accepted work were not correct because they did not write down the conclusions and were not thorough enough.
International Journal of Engineering Inventions (IJEI) provides a multidisciplinary passage for researchers, managers, professionals, practitioners and students around the globe to publish high quality, peer-reviewed articles on all theoretical and empirical aspects of Engineering and Science.
Problem-based learning is generally done with face-to-face interaction. This learning process, however, has not provided a lot of time for learners to find limitless and timeless information and learning resources. It still depends on the teacher as a source of information. Students are very dependent on the presence of lecturers during face-to-face interaction. This research aims to develop a Problem-based Blended Learning (PB2L) model to support student to improve their creative thinking skills. The method used in this research was R&D with ASSURE development model. Product validation was done through an expert’s assessment by using the expert’s validation sheet. The practicality of the product is tested with limited trials with college lecturers and some students with questionnaires and interviews. Product effectiveness was seen by implementing limited development testing to a particular class with a one group pretest-posttest design and the result was analyzed by using a Paired-Samples T-Test. The result of this research is a Problem-based Blended Learning (PB2L) valid, practical and effectively improves students' creative thinking abilities. The effectiveness of the learning model was also proven on the basis of Paired-Samples T-Test of students’ pretest and posttest with sig. (2-tailed) 0.000. This learning gives students the opportunity to think systematically by beginning by criticizing the interesting contextual problems and ending with meaningful reflection with adequate learning resources both in face-to-face and online interaction.
This quantitative descriptive study aims to describe the Mathematical Literacy of Grade 5 of Primary Students regarding their mathematical problem-solving abilities. The samples of this study were 35 5th-gradestudents at Muhammadiyah Condongcatur Elementary School in academic year 2017/2018. The data were collected through observations and tests with five questions containing indicators of mathematical literacy regarding mathematical problem-solving abilities; two experts have validated the test instruments. Moreover, the test estimated Cronbach's alpha of 0.749 proved reliability. The data analysis in this study was carried out descriptively based on the average score, the standard deviation, the maximum score, the minimum score, the total score, and the percentage correct answer. The results showed that the mathematical literacy of the 5th-grade students at SD Muhammadiyah Condongcatur was generally at the high category (indicated by the problem-solving abilities). Students have been able to understand a problem, to use logic to describe the solution to a problem, and to choose the most appropriate solution to solve a problem.
Metacognitive Strategies: Instructional Approaches in Teaching and Learning o...IJAEMSJORNAL
The purpose of the study is to determine the effectiveness of the metacognitive strategies as instructional approaches in teaching and learning of Basic Calculus. A number of 48 students consisting of 24 boys and 24 girls were purposively sampled in this study. Pretest-posttest quasi experimental research design was used which applied t-test and descriptive statistics. Both groups were subject to two instruments that were comprised of problem-solving test (pretest and posttest) and observation guide. Experimental group was taught Basic Calculus using metacognitive strategies while the control group was taught Basic Calculus using traditional teaching strategies. Both groups were subject to a pretest. Class observation was done while the two teaching strategies were applied. In the end, the posttest was administered to both groups to identify the effectiveness of the two teaching strategies. The data gathered were treated using paired sample t-test and independent sample t-test. The results of the study showed that the experimental group had significantly higher posttest scores as compared to control group which proved that metacognitive teaching strategies were more effective in improving the performance and problem-solving skills of the students than the traditional teaching strategies. It was also observed that students who taught using metacognitive strategies helped the students to be extremely engaged in Basic Calculus lessons cognitively, behaviorally, and affectively. The study reveals that the significant increase of the students’ learning engagement in Basic Calculus lessons led the students to a corresponding increase in their posttest scores.
A Development of Students’ Worksheet Based on Contextual Teaching and LearningIOSRJM
This research is aimed at developing the students’ worksheet to determine the quality of validity and practicality aspects based on expert’s assessment of materials, expert’s design, media specialists, an individual assessment of students’ testing, a small group assessment of students trial, and a field trials assessment of students.This study is adapted from the development of ADDIE model which consists of 5 stages: 1) Analysis, 2) design, 3) Development, 4) Implementation, and 5) evaluation. The results showed that the quality of students' worksheet of mathematics on materials of factorization in algebra-based on Contextual Teaching and Learning basically on the assessment of: 1) the experts’ of subject materials is obtained a total average of 3.81 is included in the category of "Good" or scored 76.2 % which is included in the category of "Very Decent", 2) the experts’ design is obtained a total average of 3.62 which is included in the category of "Good" or scored 72.4% which is included in the category "Decent", 3) the experts’ of media is obtained scored 4:43 which is included in the category of "Good" or scored 88.6% which is in the category of "Very Decent".Whereas, the assessment by the students is done in three stages: 1) an individual assessment of students’ testing is obtained average total of 4.75 which is included in the category of "Very Good" or 95% which is included in the category of "Very Decent", 2) a small group assessment of students trial is obtained total average of 4:58 which is included in the category of "Very Good" or scored 91.6% thus it is included in the category of "Very Decent", 3) a field trials assessment of students is obtained a total average of 4:43 which is included in the category of "Very Good" or scored 88.6% thus it is included in the category of "Very Decent". Thus mathematics on materials of factorization in algebra-based on Contextual Teaching and Learning (CTL) is declared valid and practical so it can be used as the learning equipment of mathematics at the factorization material algebra.
The previous research result showed that the learning model based on the investigation could increase the students’ critical thinking skills. The aim of this research was to measure the effectiveness of the using of problem-based learning model to increase the students’ critical thinking skills. The research design was quasi-experiment by using post-test only design. The population of this research was the eleventh grade students of science which contained 124 students of SMAN 6 and SMAN 7 Kupang that were chosen randomly. The treatment that was given in this research was problem-based learning model for the experiment class and conventional model for the control class whereas the given materials were the reaction rate. The instrument that was used in this research previously validated by two experts of theory and material. The result of this research showed that the students who studied in experiment class had different critical thinking skills better that the students who studied using conventional model.
This research aimed to determine the effectiveness of the issue, discussion,
establishment, and application (IDEA) learning model in embedding
mathematical concepts understanding. It is a quantitative study with a quasiexperimental
approach. This research was conducted at Malang Islamic
University with students majoring Mathematics education study program
and in their first academic year as the subjects. Subjects were divided into
two group, experimental and control and measured their result using posttest
only control group design. There are six instruments consisting six items
used to measure mathematical concepts understanding. The results
confirmed that H0 is rejected, while Ha is accepted proved by t count
(3.132)>ttable (1.674). It means there is a significant difference between the
of both groups (experimental and control). In addition, the results indicated
that the IDEA learning models is effective to assist students in understanding
mathematical concepts showed by the higher score of experimental groups
than control group. Three factors are involved in order to implement the
IDEA learning model effectively; namely: individual problem-solving
opportunities, active student involvement, and guidance and assistance (from
lecturer) on the IDEA learning model. This research is only limited to
preservice teacher, further research is required in order to implement this
model for mathematics learning at junior and senior high schools’ level.
Similar to The Implementation of Matematika Gasing on Multiplication Concept Toward Interest, Study Motivation, and Student Learning Outcome (20)
The document discusses various models of human memory, including sensory memory, short-term memory, long-term memory, implicit memory, explicit memory, and flashbulb memory. It describes the encoding, storage, and retrieval processes of memory. Several factors that can affect memory are also discussed, such as age, emotions, stress, and physical/mental health. Different methods for studying memory are outlined, including learning, relearning, reconstruction, recognition, recall, and paired association methods.
Assessment of a Middle-School Mathematics Teacher’s Knowledge for Teaching th...NERRU
This study has aimed at revealing the knowledge for teaching a middle-school mathematics teacher has in teaching
the 5th-grade subject of fractions. For this purpose, the Mathematics Knowledge for Teaching (MKT) was used. The study
adopted the holistic single-case study, one of the qualitative study designs. The study was implemented with a teacher
assigned at a public school and who volunteered for the study. The study data were collected by semi-structured interviews
held with the teacher and observations during the teaching process of the subject of fractions, on which the teacher‟s
knowledge was sought to be assessed. Consequent to the study, it was revealed that the middle-school mathematics teacher
possesses insufficient content knowledge on fractions, operations with fractions and meanings and models of fractions. It was
concluded that his insufficient content knowledge also had an adverse impact on this knowledge for teaching and therefore,
restricted the teacher‟s teaching process. Based on the study, it was concluded that due to the teacher‟s limited content
knowledge and pedagogical content knowledge, he has an insufficient mathematical knowledge for teaching.
Penerapan model pembelajaran conceptual understanding procedures (CUPs) NERRU
Kesalahan dalam memahami konsep menjadi salah satu faktor yang menyebabkan miskonsepsi pada pelajaran matematika. Miskonsepsi pada materi bangun datar disebabkan oleh cara belajar siswa yang hanya menghafalkan bentuk dasar tanpa memahami hubungan antar bangun datar dan sifat-sifatnya. Upaya yang dilakukan dalam mengatasi miskonsepsi tersebut adalah dengan menerapkan pembelajaran konstruktivis. Salah satu model pembelajaran konstruktivis adalah Conceptual Understanding Procedures (CUPs). Tujuan dari penelitian ini adalah untuk mengetahui penerapan model pembelajaran Conceptual Understanding Procedures (CUPs) sebagai upaya mengatasi miskonsepsi matematis siswa pada materi sifat-sifat bangun datar segiempat. Subjek penelitian adalah 12 orang siswa SMP yang mengalami miskonsepsi pada materi sifat-sifat bangun datar segiempat. Teknik pengumpulan data pada penelitian ini melalui tes, video, observasi, dan wawancara. Validitas dan reliabilitas data melalui credibility, dependability, transferability, dan confirmability. Hasil dari penelitian ini menunjukkan bahwa
penerapan model pembelajaran Conceptual Understanding Procedures (CUPs) yang terdiri dari fase individu, fase kelompok triplet, dan fase interpretasi seluruh kelas dapat mengatasi miskonsepsi siswa pada materi sifat-sifat bangun datar segiempat. Perubahan miskonsepsi siswa juga dapat dilihat dari nilai tes yang mengalami peningkatan nilai berdasarkan nilai tes awal dan tes akhir siswa.
Kata Kunci: Conceptual Understanding Procedures (CUPs), miskonsepsi, segiempat
Mistakes in understanding the concept became one of the factors that led to misconceptions in mathematics. The misconceptions in plane shapes are caused by the way of learning of students who only memorize the basic form without understanding the relationship between the plane shapes and its properties. Efforts made in overcoming these misconceptions is to apply constructivist learning. One of the constructivist learning models is Conceptual Understanding Procedures (CUPs). The purpose of this research is to know the application of conceptual learning model Conceptual Understanding Procedure (CUPs) as an effort to overcome students' mathematical misconception on the properties of quadrilateral. Research subjects were 12 students who experienced misconceptions on the properties of quadrilaterals. Data collection was conducted through test, video, observation, and interview. Validity and reliability of data through credibility, reliability, transferability, and confirmability. The results of this study indicate that the application of learning models. Comprising individual phases, triplet group phases, and all-class interpretation phenomena can overcome student misconceptions on quadrilateral properties. Changes in student misconceptions can also be seen from tests that have improved
Keywords: Conceptual Understanding Procedures (CUPs), misconception, quadrilateral
PENERAPAN MODEL PEMBELAJARAN LEARNING CYCLE SEBAGAI UPAYA UNTUK MENINGKATKAN ...NERRU
Mathematical communication ability is a important ability to have students. This is because by having these abilities, students are able to communicate ideas or mathematical ideas both orally and in writing. However, based on preliminary studies in the form of mathematical communication and class observation tests conducted by researchers in one class at SMP Negeri 8 Kota Tangerang Selatan showed that students' mathematical communication ability is still low. The efforts that can be done is to apply a model of learning that can train and cultivate students' mathematical communication ability by applying the learning cycle 5e model. The purpose of this study is to determine the whether average of improvement mathematical communication skills of students who get learning model learning cycle 5e higher than students who obtain conventional learning. This type of research is quasi experiment. The research design used is nonequivalent control group design. The population in this research are the students of class VII.1, VII.2, and VII.3 SMP Negeri 8 Kota Tangerang Selatan and the sample is the students of class VII.2 as the experimental class and class VII.3 as the control class.
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PENERAPAN MODEL PEMBELAJARAN LEARNING CYCLE 5E SEBAGAI UPAYA UNTUK MENINGKATK...NERRU
Ringkasan dokumen tersebut adalah sebagai berikut:
1. Penelitian ini bertujuan untuk mengetahui apakah rata-rata peningkatan kemampuan komunikasi matematis siswa yang mendapat pembelajaran model Learning Cycle 5E lebih tinggi daripada siswa yang mendapat pembelajaran konvensional.
2. Metode penelitian yang digunakan adalah kuasi eksperimen dengan desain nonequivalent control group design di mana kelas VII.2 dijadikan
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The Implementation of Matematika Gasing on Multiplication Concept Toward Interest, Study Motivation, and Student Learning Outcome
1. Proceedings of IICMA 2015
Mathematics Education
234
The Implementation of Matematika Gasing on
Multiplication Concept Toward Interest, Study
Motivation, and Student Learning Outcome
Asri Gita1,a)
, Nia Yuniarti2,b)
, Nerru Pranuta M3,c)
1,2,3
STKIP Surya
a)
asri.gita@students.stkipsurya.ac.id
b)
nia.yuniarti@students.stkipsurya.ac.id
c)
nerru.pranuta@stkipsurya.ac.id
Abstract. This research was conducted based on the findings that students have difficulties
in learning multiplication of two numbers, especially multiplication of two digits with two
digits and multiplication of two digits with three digits. This research is a pre-experimental
design. The design that is used in this study is The One Shot Case Study. The purpose of this
study is to find out: (1) to implement of Matematika GASING into the concept of
multiplication (2) to know the influence of Matematika GASING toward students learning
outcome (3) to know the positive influence of students interest and motivation simultaneously
to mathematics learning outcome in Matematika GASING. The population in this study is 5th
grade students in Cihuni I elementary school in Kelapa Dua Tangerang districts. The
sampling technique used purposive sampling and data collected by test and questionaire. The
data findings analyzed by using anova with significance with level 5%. The expected results
this research are: (1) Matematika GASING can be implement into the concept of
multiplication (2) there is positive influence of Matematika GASING toward students
learning outcome, (3) there is positive influence of students interest and motivation
simultaneously to mathematics learning outcome in Matematika GASING.
Keywords and Phrases: study interest, study motivation, learning outcome, and
Matematika GASING.
1. Introduction
Mathematics is a subject that is always present in every level of education,
from elementary school until college. Basic math skills became a very important
part for the education of children in elementary school and became one of the skills
necessary for success in the 21st
century [1]. According to the National Association
for the Education of Young Children (NAEYC), the students learn math skills at a
young age is a great base to build future learning efforts and can be a good
indicator or whether someone can be able to meet and resolve the challenges that
will be faced in the future [2].
Mathematics content given to elementary school students essentially
elementary and contains the basic concepts to understand higher concepts [3]. One
of the basic content of mathematics that should be mastered by children is
operation of counting numbers that include addition, subtraction, multiplication,
2. 235
and division. These operations are related to very closely to understanding of the
concepts and skills perform operations that one would affect the understanding of
the concepts and skills of the other operations [4]. The operation numbers in
elementary school is very important to be able to learn other subjects [5].
Based on the theories of Piaget [6], the progression of knowledge a person
closely related to the development of biological and its interaction with the
environment. The level of sensorimotorik to formal or abstract thinking with the
classification of age as follows: 1) sensorimotorik (0 – 2 years), 2) pre operational
(2-7 years), 3) think concrete (7 – 11 years), and 4) abstract thinking or formal (12
– 16 years) [6]. Children in the elementary school level is still in the stage of
concrete thinking. Therefore when they learn an abstract concept, they will have
diffculties. As a result, many students consider mathematics as a tough lesson [7, 8,
9]. Based on the results of the exam 4th
grade students in elementary school number
2 Muara Panas school year 2014-2015 on 1st
semester on multiplication of the
composition shows that 20% of students to master completely, 35% of students not
mastering, and 45% less mastered [10].
The low value of the students in the multiplication content because there are
still teachers who use the method of memorizing the multiplication operation in
teaching [11]. As a result students quickly forget and do not understand the concept
well. Even for the multiplication of natural numbers the tens and hundreds of
teachers are only applying the method of multiplication of the composition so that
students feel bored because there is no variation with other methods [11]. The
appeal of a subject is determined by two things, first by subjects or learning itself
and secondly by way of teaching teachers [12]. Therefore, a teacher must prepare
their own special methods to make the subject more interesting than before and to
make it easier to learn. There are several methods and learning media to do. One of
them is by using Matematika GASING (Gampang, AsyIk, and menyenaNGkan).
Matematika GASING is a way of learning mathematics in an easy, fun, and
enjoyable. With a pleasant learning atmosphere will definitely encourage students
motivation and interest in learning. Motivation is an important aspect in the activity
of teaching and learning [13, 14]. If a student had the motivation of learning
mathematics and he will learn it in earnest and can easily achieve the learning
objectives. Students can understand the mathematics content studied, then it will
grow a positive attitude towards mathematics learners so that the interest will grow
[15]. Thus, when the understanding of content can be achieved then this will have
an effect on student learning outcomes.
This research examines some of the problems as follows: 1) How to
implement of Matematika GASING into the concept of multiplication ?, 2) is
there the influence of Matematika GASING toward students learning
outcome?, 3) is there the positive influence of students interest and
motivation simultaneously to mathematics learning outcome in Matematika
GASING?
The purpose of this research is to implement of Matematika GASING into
the concept of multiplication, to know the influence of Matematika GASING
toward students learning outcome, and to know the positive influence of
students interest and motivation simultaneously to mathematics learning
outcome in Matematika GASING.
3. 236
This research is expected to be beneficial for teachers subjects in order to use
other means in teaching a two-digit integer multiplication content to students. Then
the benefits of this research for researchers is to develop knowledge, so it is
beneficial to the development of research learning mathematics further.
2. Main Results
Matematika GASING
Matematika GASING is way of mathematics learning to achieve learning
outcome was originally developed by Prof. Yohanes Surya. GASING stands for
Gampang, ASyIk, dan menyenaNGkan which is translated as easy, fun, and
enjoyable. The content of Matematika GASING is different with sequence of
teaching mathematics as usual schools because Matematika GASING start from
adding, multiplication, substraction, and division. Matematika GASING will be
teach use unique way which starts from concrete forms to understanding the
concept then continous to abstract forms. Matematika GASING shows how to
change a concrete sample into an abstract symbol so the students will be able to
read a mathematics patern thus gain the conclusion by themselves [16]. The
introduction of concrete forms can encourages students with exploration activities
using props. Matematika GASING has a critical point in any content. GASING
critical point is a top level that must be passed by students to be undestand next
contents [17].
In multiplication content, GASING critical point is 1) students must
understand the concepts of multiplication, 2) students know how to count multiples
of 1, 10, 9, 2, and 5 fastly, 3) followed by the multiplication of two numbers the
same multiplication, 4) 3 and 4 multiplication, and 5) multiplication 8, 7 and 6.
FIGURE 2.1 GASING Critical Point
In order to understand the multiplication concept, the learning is started by
using concrete means (concrete stage in GASING). An illustration of learning 2 ×
5 is given in picture 2.2.
FIGURE 2.2 Concrete multiplication of 𝟐 × 𝟓.
Taking one box that consist five pineapples. Therefore taking once again.
There is two boxes that consist five pineapples read “two boxes consisted five”
shows 2 × 5. The result is 5 + 5 = 10.
1
2
3
4
5
Critical
Point
GASING
Written 2□5 → 2 × 5
4. 237
When the fifth step already controlled properly, it can be said that students
have entered the GASING critical point. It means that students can continuous to
other way multiplication including the multiplication of two-digit numbers.
The following is an example of how to calculate the multiplication of two-digit
numbers:
Tens times tens is hundreds, so put 3 places (ones, tens, hundreds).
Multiply the number from front.
1 tens × 4 tens = 4 hundreds write on front.
1 tens × 6 ones = 6 tens, continuous adding with
4 tens × 2 ones = 8 tens.
Hundreds to be 4 + 1 = 5
The retrieved results is 14 tens or 1 hundreds and 4 tens.
Next is 2 ones × 6 ones = 12 ones or 1 tens dan 2 ones.
The total of tens is 4 + 1 = 5 tens.
Hundreds is 2.
So the finally result from 12 × 46 is 552.
Motivation and Study Interest
Motivation is one of the factors which determine the success of the children
in the study because the motivation plays very effective in helping students learn
[18], this makes motivation become one of the prerequisite which is quite
important in learning [19]. Student motivation plays an important role in the
process of conceptual change [20], critical thinking, learning strategies [21, 22] and
the achievement of the learning outcomes [23]. According to Winkel [24] the
motivation of learning is the driving force of psychic power overall in student
learning activities that give rise, ensuring continuity of learning activities and
provide direction on learning activities that for the sake of achieving a goal.
Motivation can arise due to factors from inside and outside that affect the interest
of students towards a subjects [15].
How to motivate students during the learning process is to connect the
learning experience of students with interest. Interest is a characteristic staple that
States the relationship between a person and an object or specific activity [25]
when one is not currently being in the pressure from outside himself [26]. Study
interest is encouragement from inside of someone who's done consciously,
pleasure, voluntarily, even wanted to try repeatedly to understand a content.
Interest is often associated with someone's behaviour to achieve specific goals in
order to get an impression of a condition and interaction in the environment [15,
18]. Interest to have a strong influence on the cognitive domain (knowledge) and
effective (attitude) domain of the individual [27, 28, 29]. This influence is not only
bulit the cognitive domain and effective domain, but also blend in both of it [30].
Research Design
The design that used in this study is quantitative research method with
One Shot Case Study. On the research of One Shot Case Study were given
1 2
4 6 x
4 _ _
1 2
4 6 x
41 4 _
5 4 _
1 2
4 6 x
41 41 2
5 5 2
5. 238
treatment and subsequently observed the result [12]. The sampling technique had
been used is purposive sampling and data collected by test and questionaire.
This forms of design research according to Sugiyono [12] is as follows:
X O
Note:
X : learning multiplication of two-digit numbers with a Matematika GASING
O : post-test value
The expected results this research are: 1) identify problems and goals, 2)
determine appropriate research design issues and research purposes, 3) arrange the
instruments test, 4) give learning a two-digit integer multiplication, 5) give post-
test for two-digit multiplication content with two-digit and two-digit multiplication
and a three-digit, 6) give the questionaires to know interests and motivation
learning of students, 7) make an analysis of the test results, 8) make the conclusion
of the results of the study, and 9) make research reports.
Research Instrument
The collection of data in this study is to provide a written test and
questionaires. The written test given at the end and this questions made from
revision bloom taksonomi. The level are C1 (remember), C2 (understand), C3
(aplication), dan C4 (analize) [31]. The next post-test question given after learning
will be answered by Matematika GASING students use. Written tests given to two-
digit multiplication this number as many as 30 questions that consists of 25
questions with brief descriptions and 5 reserved form of the story. Problems given
to get the average value of the results of the learning of students with two-digit
numbers multiplication content. Besides giving post-test, students were also given
two questionaires to find out the interest and motivation of students in learning
math after learning about the Matematika GASING.
Result
Based on the results of pre-test and post-test from 5th
grade in elementary
school Cihuni I in Kelapa Dua Tangerang districts, obtained the data that the
ability to multiply a two-digit numbers by a two-digits and three-digits by a two-
digits is influenced by the interest and students motivation. The average value of
the post-test students who answered a mathematics way of using Matematika
GASING is 82.47. After the success of the test used on average of students learning
outcomes variables using one of the test. Whose hypothesis are as follows:
Ho : μ ≤ 70
H1 : μ > 70
Note:
μ = Average of students learning outcomes.
6. 239
Ho = Average of students learning outcomes less than equal to 70.
H1 = Average of students learning outcomes more than 70.
Statistics test using:
– 0x μ
t =
s
n
Note:
t : Statistics value of calculation result .
x : Average of students learning outcomes.
s : Deviation standard of students learning outcomes.
o : Comparison of students indicator value is 70.
n : The number of students.
0x - μ
t =
s
n
82,47 70
15,885
20
hitungt 3,510
Therefore the result compared with t table value with dk = (n-1) and
significance level 5%. For testing criteria if t count > t(1 - α) therefore H0 ignored was
consequences H1 accepted, it means the average value more than 70. The result of
calculation obtained tcount value = 3,510, whereas t table = 1,729. Obviously t count >
t(1 - α) it means H0 ignored. Then the average of students learning outcomes more
than 70 or passed through comparison of students indicator value.
Student Interest in Matematika GASING
FIGURE 2.3 Diagram of student interest in Matematika GASING
Student Interest 1
2
3
4
5
7. 240
Based on the questionnaires which had previously been distributed to
students, the obtained results are shown in the diagram above. In the diagram
above shows that student interest towards Matematika GASING belongs to high.
Student Motivation in Matematika GASING
FIGURE 2.4 Diagram of student motivation in Matematika GASING
Based on the questionnaires which had previously been distributed to
students, the obtained results are shown in the diagram above. In the diagram
above shows that student motivation towards Matematika GASING belongs to
high.
Findings
Many factor happened during researched. Those factors are:
1. The time taken in this study is too short that is only 3-4 times for 3 weeks.
2. Students are still not accustomed to learning Matematika GASING.
3. Post-test was carried out after the sports lessons so that the child is still in a
condition of fatigue.
3. Concluding Remarks
Based on the research that has been done and results researchers have
presented above can be drawn some conclusions with regard to the interest,
motivation, and student learning outcomes. The summary is as follows:
1. Matematika GASING can be implement into the concept of multiplication.
2. There is positive influence of Matematika GASING toward students
learning outcome.
3. There is positive influence of students interest and motivation
simultaneously to mathematics learning outcome in Matematika GASING.
Student Motivation 1
2
3
4
5
6
8. 241
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