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Gillette, Jane – Mathematics Teacher, 2018
Students often have the misconception that mathematics involves reading the problem, staring at the page, and then writing down an answer. With more than twenty years of experience working with students in eighth-grade math through college calculus, the author has been increasingly interested in how she can foster problem-solving skills in her…
Descriptors: Instructional Materials, Mathematics Education, Mathematics Skills, Problem Solving
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Dibbs, Rebecca; Beach, Janessa; Rios, Daniel – Mathematics Teacher, 2018
Rich mathematical modeling activities are crucial to giving students agency and making mathematics meaningful. Proportional reasoning and transitional algebraic reasoning are the primary topics in the prealgebra curriculum, so a need exists for meaningful modeling activities using proportional reasoning in addition to geometric modeling. In…
Descriptors: High School Freshmen, Grade 9, Mathematics Education, Mathematics Activities
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Goldenberg, E. Paul; Carter, Cynthia J.; Mark, June; Nikula, Johannah; Spencer, Deborah B. – Mathematics Teacher, 2017
The Common Core State Standards (CCSSI 2010) for Mathematical Practice have relevance even for those not in CCSS states because they describe the habits of mind that mathematicians--professionals as well as proficient school-age learners--use when doing mathematics. They provide a language to discuss aspects of mathematical practice that are of…
Descriptors: Mathematics Education, Mathematics Instruction, Common Core State Standards, Mathematics Skills
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Weber, Eric; Ellis, Amy; Kulow, Torrey; Ozgur, Zekiye – Mathematics Teacher, 2014
Encouraging students to reason with quantitative relationships can help them develop, understand, and explore mathematical models of real-world phenomena. Through two examples--modeling the motion of a speeding car and the growth of a Jactus plant--this article describes how teachers can use six practical tips to help students develop quantitative…
Descriptors: Mathematical Aptitude, Mathematical Models, Problem Based Learning, Motion
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Stockero, Shari L.; Peterson, Blake E.; Leatham, Keith R.; Van Zoest, Laura R. – Mathematics Teacher, 2014
Instruction that meaningfully incorporates students' mathematical thinking is widely valued within the mathematics education community (NCTM 2000; Sherin, Louis, and Mendez 2000; Stein et al. 2008). Although being responsive to student thinking is important, not all student thinking has the same potential to support mathematical learning.…
Descriptors: Mathematics Instruction, Thinking Skills, Mathematics Skills, Mathematical Logic