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This study aims to analyze the implementation of the Project Based Learning (PjBL) model in enhancing students' creativity in Social Studies (IPS) learning for Grade VIII at SMP Negeri 3 Kedungwaru. The research method used is a qualitative approach with a case study design. Data collection techniques include observation, interviews, and documentation. The results show that the implementation of PjBL can enhance students' creativity through project activities that encourage critical thinking, collaboration, and problem-solving. Students become more active, confident in expressing ideas, and capable of producing innovative work. Despite several challenges such as limited time and varied student participation, PjBL has proven to be effective in creating contextual and meaningful learning.

This study aims to examine the role of Math Editor software in developing students' computational thinking skills in mathematics learning. Computational thinking is an important skill that involves the process of solving problems logically, systematically, and efficiently. This study adopts a literature review approach by analyzing literature related to the use of Math Editor as a supporting medium for the mathematical thinking process. The results of the study indicate that the use of Math Editor not only makes it easier to compile mathematical expressions, but also strengthens analytical thinking skills, increases accuracy, and encourages students' independent reflection. In addition, the integration of Math Editor into a digital learning platform expands opportunities for the development of interactive and collaborative learning. Thus, this software has great potential in supporting technology-based mathematics learning.

This article aims to explore the importance of contextual learning in improving elementary students' understanding of scientific concepts through a literature review method. The analysis of various sources reveals that the contextual approach enhances students’ learning motivation, active engagement, and conceptual understanding. Learning linked to everyday experiences allows students to construct deeper and more sustainable meanings. Moreover, real-world contexts help develop students' critical thinking and problem-solving skills. Literature studies indicate that integrating contextual approaches into science learning creates a more meaningful and enjoyable learning environment. Previous research also demonstrates improved student achievement in science when contextual learning is applied consistently and systematically. Therefore, it is recommended that teachers design instructional strategies based on local and relevant contexts. In conclusion, contextual learning significantly contributes to enhancing elementary students' understanding of science concepts and deserves to be a primary approach in the basic education curriculum.

The study aims to determine: 1) The influence of numerical intelligence and learning motivation together on the mathematical problem solving ability of class XII TKJ students of SMK Negeri 1 Sukaluyu Cianjur. 2) The influence of numerical intelligence on the mathematical problem solving ability of class XII TKJ students of SMK Negeri 1 Sukaluyu Cianjur. 3) The influence of learning motivation on the mathematical problem solving ability of class XII TKJ students of SMK Negeri 1 Sukaluyu Cianjur. The study was conducted using a survey method. The population was class XII TKJ students of SMK Negeri 1 Sukaluyu Cianjur with a sample size of 85 students. The sampling technique used was random sampling. The research instruments used were essay-based mathematical problem solving ability tests, multiple-choice numerical intelligence instruments, and Likert-scale learning motivation instruments. Data analysis using multiple linear regression analysis. The results of the hypothesis testing obtained the following conclusions: 1) There is a significant influence of numerical intelligence and learning motivation together on mathematical problem solving ability, this is evidenced by Sig. 0.000 < 0.05 and Fcount > Ftable, which is 3.57 > 3.12. 2) There is a significant influence of numerical intelligence on mathematical problem solving ability, this is proven by Sig. 0.000 < 0.05 and tcount > ttable, which is 5.7 > 2.00. 3) There is a significant influence of learning motivation on mathematical problem solving ability, this is proven by Sig. 0.000 < 0.05 and tcount > ttable, which is 5.7 > 2.00. The results of this study are useful for improving the quality of learning and improving mathematical problem solving ability at the vocational high school level.

Mathematical logic is a branch of science that studies the principles of logical reasoning and how to judge the truth of a statement. This article discusses the role of mathematical logic in everyday life, especially in education, technology, and finance. Mathematical logic has been proven to help improve critical, analytical, and systematic thinking skills, making it easier for individuals to solve various problems more effectively and efficiently. In the world of education, mathematical logic supports the development of rational, argumentative, and problem-solving skills, and is an important foundation in the science and mathematics curriculum. Teachers can leverage this logic to encourage students in building consistent reasoning and logical argumentation. In the field of technology, mathematical logic is the foundation in the development of modern computing systems, such as algorithms, programming, artificial intelligence, and data structures. Without mathematical logic, digital systems such as search engines, software, and applications cannot function optimally. In finance, mathematical logic plays a role in budget strategy, investment decision-making, statistical analysis, and rational risk management. With a good understanding of logic, individuals and institutions can make more wise and measurable financial decisions. Although his contribution is large, there are still many people who do not understand the basic concepts of mathematical logic. This can be overcome through more inclusive education, contextual approaches, and interactive learning based on real problems, both in schools and non-formal environments. This study emphasizes the importance of mathematical logic as a foundation in supporting a more rational, efficient, and structured life in today's modern era. Increasing mathematical logic literacy can be a national strategy to create a society that thinks critically, is competitive, and ready to face global challenges.

This study examines the role of character-based assessment of independence in improving problem-solving skills in elementary school students. Character-based assessment of independence assesses students' learning process, not just academic results, with a focus on developing values of independence such as responsibility, initiative, and self-management skills. Through this approach, students are trained to face challenges independently, manage time, and find solutions creatively. Literature review shows a positive relationship between the level of student independence and increased problem-solving skills. However, the implementation of this assessment faces challenges such as lack of teacher understanding, time constraints, and system support. Nevertheless, character-based assessment of independence remains relevant and needs to be implemented more widely with training support for teachers, the use of technology in assessment, and synergy between schools, parents, and communities. The results of this study suggest that independence assessment should be an integral part of learning practices to create a generation of independent and solution-oriented learners.

This study aims to develop teaching materials based on the TESMER approach on algebra material to improve the quality of mathematics learning at the junior high school level. TESMER as a development model is designed to bridge learning theory with classroom learning practices through systematic stages, namely the analysis, design, formative experiments, and retrospective reflection stages. The algebra material focused on includes algebraic forms, algebraic operations, and simple problem solving. This study uses a design research approach by involving teachers and students in the development process. The results of expert validation show that the teaching materials are included in the very valid category, with high assessments in the aspects of content integration, presentation, and language. Limited trials show that the teaching materials are practical to use by teachers and are liked by students. In addition, there was a significant increase in students' conceptual understanding and logical thinking skills after using the teaching materials. These findings recommend the TESMER approach as an effective framework in developing contextual algebra learning devices that are oriented towards meaningful learning.

The purpose of this study is to assess the computational thinking skills of fourth-grade elementary students within the framework of mathematics instruction. Computational thinking is a crucial 21st-century competency that should be cultivated from an early age, particularly in solving mathematical problems. This study adopts a descriptive quantitative method using a written test instrument developed based on four key computational thinking components: decomposition, pattern recognition, abstraction, and algorithmic processes. The participants in this research were fourth-grade students from a selected elementary school. The results indicate that most students demonstrate a moderate level of computational thinking. Among the assessed indicators, decomposition was the most successfully achieved, while algorithmic thinking was the least mastered. These results highlight the importance of integrating contextual and problem-based learning strategies to further enhance students’ computational thinking abilities in mathematics education.

This study aims to determine the effect of the Problem Based Learning (PBL) model on students’ problem-solving abilities in the reaction rate material at SMA Negeri 07 Gorontalo. The research employed a quasi-experimental method with a pretest-posttest control group design. The subjects consisted of two classes: class XI1 as the experimental group (using the PBL model) and class XI2 as the control group (using conventional learning). The instrument used was an essay test based on problem-solving indicators. The results showed a significant improvement in problem-solving ability in the experimental class compared to the control class. The average posttest score of the experimental class was 74 (categorized as good), while the control class scored 52 (categorized as fair). The t-test results indicated a significant difference between the two groups (p < 0.05), suggesting that the PBL model is more effective in enhancing students' problem-solving abilities than conventional learning methods.  

This study aims to analyze students' learning difficulties in solving mathematical story problems reviewed from the learning outcomes of fourth-grade students of SDN 117858 Teluk Binjai. This study uses a qualitative approach with a descriptive method. Data were collected through tests, interviews, and documentation involving teachers and students. The results of the study indicate that the main difficulties faced by students in solving mathematical story problems are low understanding of mathematical concepts, difficulty in interpreting information from story problems, and lack of ability to convert verbal information into mathematical forms. In addition, psychological factors such as anxiety and low self-confidence also affect students' performance in solving problems. Based on learning outcomes, students with lower grades tend to have more difficulty in understanding problems and applying solving strategies. These findings indicate the need for deeper pedagogical interventions to improve students' understanding of mathematical concepts and mathematical literacy skills, as well as emotional support to reduce anxiety related to mathematics.    

This research analyses the implementation of Challenge-Based Learning (CBL) at Algerian universities and its potential for encouraging undergraduate learners to academically acquire learning, enhancing self-regulated learning strategies, and enhancing interdisciplinarity collaboration. This research adopted the mixed-method approach and used a quantitative tool (the Motivated Strategies for Learning Questionnaire (MSLQ)) and obtained qualitative data through reflective journals, interviews, and classroom observation. Outcomes show that CBL greatly affects enhancing students' motivation and supporting self-directed actions such as goal-setting, time management, and metacognitive processing. Interdisciplinary cooperation was also determined to be supportive for student engagement and problem-solving capacity. Students and instructors predominantly reported positive opinions regarding CBL, highlighting the relevancy, authenticity, and cooperation aspects of CBL. These findings validate the four study hypotheses and endorse the pedagogical shift towards active, student-centered learning in Algerian universities. The research concludes with strategic suggestions to institutionalize CBL, reassess assessment practices, and encourage professional development in support of the faculty utilizing this new pedagogy.

This study looks at 1) the typical math problem-solving mistakes students make using the Newmann procedure after learning with digital books through guided discovery, 2) errors related to how independent students are in their learning, and 3) how independent students are in their learning after using the guided discovery model. Analysis is descriptive in this research. This research included SMPS Dharma Patra grade VIII students. Data analysis indicated that 1) students made the most errors in solving mathematical problems-solving problems based on the Newmann procedure after the guided discovery learning model using digital books was applied: high-category students made encoding errors, and medium-category students made process skill errors and writing errors. 2) Moderate learning independence pupils make 20% transformation mistakes, 80% process skill errors, and 90% writing errors. Students with limited learning independence make 66.67% comprehension errors, 77.78% transformation errors, 100% process skill errors, and 100% final response writing errors. In addition, 36.67% of high-learning independence kids satisfied all criteria. Moderate learning independence students meet four to five markers at 33.34%. Low learning independence students meet one to three markers at 30%.

This research was motivated by the problems found, namely the lack of learning media, the LKPD used had not trained mathematical problem solving abilities, the existing LKPD was LKPD created by educators who had not been connected to Islamic teachings, resulting in a decline in students' mathematical problem solving abilities. This research aims to produce LKPD integrating Islamic values to train problem solving skills in class This research is development research or RnD using the Sugiyono development method. The instruments used were validation sheets, student response questionnaires, and mathematical problem solving ability tests. The data analysis techniques used are validity data analysis, practicality analysis, and effectiveness analysis. Based on the development research that has been carried out, an LKPD with a validity level of 80% is in the valid qualification, for the practicality qualification, namely 78.41% is in the practical criteria, and for the effectiveness level, namely 80,76% is in the effective qualification. It can be concluded that the LKPD integrates Islamic values to train mathematical problem solving abilities  which was developed including valid, practical and effective criteria.

The difficulties students experience when solving problems that require calculation indicate a need to improve their arithmetic skills. This research aims to describe students' numeracy skills in solving number problems while also identifying the obstacles they encounter in developing these skills. Specifically, this study explores the mathematical numeracy literacy abilities of fourth-grade elementary school students in facing the Minimum Competency Assessment (AKM) questions on number material at one elementary school in Indonesia. This research uses a descriptive qualitative approach with data collection techniques including AKM numeracy tests, observation, interviews, and documentation. The research findings show that students' mathematical numeracy literacy ability is in the moderate category, with an average achievement of 65.8%. The main difficulties experienced by students include: (1) recognizing mathematical information from contextual problems, (2) performing numerical calculations, (3) interpreting calculation results in the context of real-world problems, and (4) communicating mathematical reasoning in writing. Based on these results, this research recommends strengthening numeracy learning that connects material with everyday life contexts, as well as improving students' mathematical reasoning abilities through problem-based learning approaches, to optimize the mathematical numeracy literacy of elementary school students.

The realization of active student learning conditions is the hope of all components of education including the community and education practitioners. Increasing student activity is the teacher's ability to plan teaching and learning activities in achieving learning objectives. In learning activities at school, teachers must ensure that students can make effective observations in order to obtain the best learning outcomes. In teaching, students should be given the opportunity to make the best observations. Learning strategies with Activity-Based Teaching Approaches in Islamic Religious Education Learning for Class V Students of SDN 027 Labuhan Tangga Baru are attempted to increase motivation, achievement, creativity, and problem solving in learning.

This research aims to develop online mathematics learning tools based on the local wisdom of Papua in the form of Lesson Plan and E-Worksheet products that are oriented to students' critical thinking skills and mathematical problem-solving in materials of polyhedra which (1) validity aspects, (2) practicality aspects, (3) effectiveness aspects. The cultures used in this research are the kariwari traditional house and the kaki seribu traditional house as illustrations to explain the concept of polyhedra. The research method is research and development (R&D) using the ADDIE (Analysis, Design, Development, Implementation, and Evaluation) development design model. The subjects in this study are 8 students who are in grade VIII at Golden Gate Junior High School, Sorong City. The instruments used in this study are validation sheets, learning implementation observation sheets, teacher response questionnaires, student response questionnaires, and tests. The learning tool is valid if the results of the experts' assessment are at least in the "good" category. Learning tools are said to be practical if the results of teacher’s responses, student responses, and observations of learning implementation are at least in the "good" category. The learning tool is effective if the percentage of students who complete the critical thinking skills test and the math problem-solving ability test is at least 60%. This research produced online learning tools in Lesson Plan and E-Worksheet mathematics form based on local Papuan wisdom oriented to critical thinking skills and problem-solving skills of grade VIII junior high school students on flat-side space building materials. The validation results show that the product developed meets the valid criteria with a good category. The results of the test show that the product developed meets the practicality and effectiveness criteria. Practicality achieved the category “very good” based on teacher assessment, student responses, and the observation of learning implementation. Effectiveness achieves the effective category based on the test of critical thinking skills and mathematical problem-solving. The percentage of students who completed the critical-thinking skills test reached 87.50%, and the mathematical problem-solving ability test reached 75.00%.

This research aims to improve student learning outcomes in motion system materials by applying the Problem-Based Learning (PBL) learning model at Tumou Tou Girian Christian High School, Bitung. This research was carried out in two cycles, each consisting of planning, implementation, observation, and reflection stages. The first cycle showed that only 36% of students completed learning, while the other 64% did not. In the second cycle, student learning completeness increased to 84% after improvements and the implementation of more effective strategies. Applying PBL allows students to actively engage in learning, develop problem-solving skills, and think critically. The results of this study show that PBL can increase students' motivation in learning and encourage better interaction between students. Additionally, the PBL model is effective in helping students construct their knowledge, relate the subject matter to real life, and improve their overall learning outcomes. This research contributes to developing innovative learning methods that can be applied to improve the quality of education, especially in biology learning. These findings imply the importance of using problem-based learning models in improving education quality and students' high-level thinking skills. For further research, exploring the application of PBL in other subjects and its impact on students' social skills is recommended.

Inquiry learning strategy is an educational approach that places students at the center of the learning process by encouraging them to actively seek, discover, and conclude knowledge through questioning, observing, and critically analyzing. In this strategy, students are not passive recipients of information from the teacher but are directly involved in learning activities that demand critical and analytical thinking skills. Through inquiry learning, students develop critical thinking abilities by engaging in stages such as problem formulation, hypothesis development, data collection, and drawing conclusions based on observations and analysis. This approach has been proven effective in enhancing students’ critical thinking skills as it promotes active and independent participation in learning, while also boosting motivation and self-confidence. The teacher acts as a facilitator who guides and motivates students to sharpen their critical thinking skills in solving problems systematically and logically. Thus, inquiry learning strategy not only enriches students’ understanding of the subject matter but also equips them with essential thinking skills to face future life and learning challenges.  

The purpose of this study is to describe the effect of Outdoor Learning Math using GPS-based mobile technology-assisted math traces on students' problem solving and mathematical communication skills, describe the effect of Outdoor Learning Math using GPS-based mobile technology-assisted math traces on problem solving skills, and describe the effect of Outdoor Learning Math using GPS-based mobile technology-assisted math traces on students' mathematical communication skills. This type of research is Quasi Experimental using Nonequivalent Control Group Design. This research was conducted at SMP Negeri 1 Malinau, North Kalimantan City with 60 students from two 9th grade classes. The instruments used in this study were descriptive test questions of problem solving ability, mathematical communication and observation sheets for the implementation of Outdoor Learning Math learning activities using GPS-based mobile technology-assisted math traces. The results showed that there was an effect of Outdoor Learning Math using GPS-based mobile technology-assisted math traces on students' problem solving and mathematical communication skills together, there was no effect of Outdoor Learning Math using mobile technology-assisted math traces on problem solving skills, and there was no effect of Outdoor Learning Math using GPS-based mobile technology-assisted math traces on mathematical communication skills. Therefore, for future researchers to expand the scope of materials such as geometry, statistics and probability, algebra, arithmetic and add student motivation variables.

The construction of a gazebo on the grounds of the Rectorate Building at Campus 1 of Gorontalo State University is an integral component of the Building Design Studio I course, which bridges theoretical knowledge and practical application for vocational students. This study aims to explore the process of student involvement in the design, implementation, and completion of the gazebo project, as well as to assess its alignment with the theory of simple building design and construction. The methods used for this project included on-site design evaluations, selection of local materials, distribution of group tasks, site analysis, creation of technical drawings, phased construction involving the lower, middle, and upper structures, and finishing. The results indicate that students effectively translated their technical drawings into a functional and aesthetically appealing structure. The gazebo was built using locally sourced materials, such as wood and bamboo, ensuring the structure met necessary strength standards while blending harmoniously with the campus environment. The activity highlighted the relevance of theoretical knowledge, with discussions emphasizing key concepts such as sustainability, accuracy in measurement, and effective team coordination. Furthermore, students' active participation in the project significantly enhanced their technical and managerial competencies, fostering a sense of responsibility toward the maintenance and development of campus facilities. The hands-on nature of the project also allowed students to gain real-world experience in construction practices, which directly contributes to their vocational training. This project serves as an effective example of project-based learning in vocational education, combining practical skills development with theoretical understanding. By engaging in this real-world application, students were able to strengthen their problem-solving abilities and gain insights into the complexities of construction projects, ultimately preparing them for professional careers in the field of architecture and building design