Middle School Mathematical Arguments Interactive Videos

Understand the essential elements of mathematical proofs, emphasizing logical reasoning and the structure of proofs in geometry. Develop skills to differentiate valid arguments, comprehend proof structures such as two-column proofs, and effectively apply geometric properties to solve problems.

Explore foundational concepts of inductive and deductive reasoning with a focus on understanding patterns, conjectures, and counterexamples. Enhance logical thinking skills and develop the ability to critically evaluate mathematical statements through engaging exercises.

Explore the principles of inductive and deductive reasoning with engaging examples and counterexamples. Develop skills to classify arguments and understand the application of conjectures in real-world scenarios.

Focus on understanding and evaluating texts by exploring the intricacies of arguments and claims. Develop skills in identifying main points, evaluating evidence, and discerning counterclaims and rebuttals, thereby enhancing critical thinking and comprehension.

Investigate the key distinctions between inductive and deductive reasoning patterns, emphasizing the formulation of logical arguments and conjectures. Learners enhance their ability to identify different types of reasoning, construct conjectures, and comprehend how reasoning underpins conclusions.

Focuses on enhancing key roles in tutoring, communication, and problem-solving within mathematics. Emphasizes the importance of strategies, reasoning, and understanding for developing mathematical skills. Learners improve their ability to apply logical thinking to effectively solve problems, enhancing cognitive fluency and mathematical communication.

Explores the complexities of dividing by zero and clarifies why it is considered undefined in mathematics. Examines related misconceptions and presents various scenarios to provide critical insights into mathematical principles. Encourages the development of a deeper understanding of potential contradictions and their implications.

Focus on effective strategies for solving conversion problems in both metric and customary systems, emphasizing the creation of tables and utilization of conversion relationships. Develop skills in reasoning both abstractly and quantitatively. Aim to master the practical application of mathematical practices for converting between different measurement systems.

Explore the essential components for constructing a compelling argument using the Claim, Evidence, and Reasoning framework. Gain the ability to develop structured arguments, support claims with evidence, and articulate reasoning effectively.

Develop a comprehensive understanding of mathematical proof techniques by connecting novel concepts with familiar strategies from the game of UNO. Learners will enhance their skills in constructing and analyzing various proof types, fostering critical thinking and logical reasoning abilities.

Explore the core principles of inductive reasoning in geometry, emphasizing the formation and evaluation of conjectures, identification and analysis of patterns, and understanding of the Fibonacci sequence. Develop skills in forming hypotheses from specific cases, assessing these through diverse examples, and gaining a deeper comprehension of mathematical reasoning methodologies.

Explore the systematic defacement of a cemetery through cultural impact and social dynamics. Understand various social contexts surrounding such events and develop skills in critical analysis and historical interpretation.

Focuses on the development of reasoning skills by constructing arguments grounded in evidence and logic. Enhances the ability to evaluate evidence, make logical connections, and construct well-supported claims.

Explore the foundational concepts of flowchart proofs and their application in understanding angle relationships. Learners will develop skills in constructing proofs and identifying key properties of angles to enhance their logical reasoning abilities in mathematics.

Explore essential techniques and concepts for multiplying fractions, including practical applications such as evaluating fractional parts in real-life scenarios. Develop the ability to multiply fractions accurately and understand their implications, enhancing mathematical fluency and problem-solving skills.

Analyze the relationships between ideas in Praxis Core Reading passages, focusing on strategies and key concepts. Enhance comprehension, evaluation, and connection of ideas to strengthen reading comprehension skills, leading to improved test performance.

Engage your mind with stimulating math riddles and logical puzzles designed to enhance analytical thinking and problem-solving abilities. Develop critical reasoning while applying arithmetic operations to address complex scenarios.

Focus on developing problem-solving and logical reasoning skills essential for analyzing mathematical statements, with an emphasis on inequalities and triangle properties. Enhance the ability to critically evaluate numerical relationships and apply logical reasoning to solve complex problems, thereby boosting mathematical acumen and analytical thinking.

Explore the use of Venn diagrams to assess the validity of categorical syllogisms in formal logic. Develop skills in analyzing logical arguments and interpreting Venn diagrams within both Boolean and Aristotelian frameworks.

Engage in problem-solving exercises that focus on operations, reasoning, and calculations to explore mathematical concepts. Develop skills in applying BODMAS/BIDMAS rules, enhancing both the understanding of mathematical processes and logical reasoning abilities by verifying solutions.