Methods of teaching mathematical logical reasoning for university students

Abstract

Introduction. Mathematical logical reasoning is the process of using logical principles to reach valid conclusions and solve mathematical problems. It is crucial for developing critical thinking and critical thinking skills. It has diverse applications in fields such as computer science, education, and cryptography. Teaching mathematical logical reasoning to college students can be challenging as educators can help students develop a deeper understanding of mathematical logical reasoning and apply it to various contexts. Objective. To facilitate the understanding of mathematical logical reasoning learning for college students. Methodology. It includes a comprehensive review of the existing literature on the subject, as well as an analysis of current teaching methods and their effectiveness. It focuses on assessing the needs of each student and adapting teaching to their specific learning styles and abilities. By mastering basic concepts, students will be better prepared to tackle more complex topics in mathematical logic and reasoning. Finally, by providing students with a solid foundation in propositional logic, educators can help them develop the critical thinking skills needed to succeed in higher education and beyond. Results. The following results have been presented: 1. Teaching mathematical logical reasoning through problem solving. 2.Use of technology in teaching mathematical logical reasoning. Active learning strategies for teaching mathematical logical reasoning. 4. 4. Integration of real-world applications in the teaching of mathematical logical reasoning. 5. Development of critical thinking skills through mathematical logical reasoning. 6. Helping students with difficulties in mathematical logical reasoning. 7. Evaluation of mathematical logical reasoning abilities. Conclusion. Teaching mathematical logical reasoning to college students is a crucial aspect of their academic and professional development, also, teaching mathematical logical reasoning through problem solving, use of technology, active learning strategies, integration of real-world applications, and development of critical thinking skills can improve students' understanding of mathematical logical reasoning. General area of study: Mathematics. Specific Area of Study: Mathematical Logical Reasoning.