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Frank, Isaac – Mathematics Teacher, 2019
In this brief article, the author illustrates the flaws of FOIL (multiply the First, Outer, Inner, and Last terms of two binomials) and introduces the box method. Much like FOIL, the box method can become easy to use. Unlike FOIL, however, the box method is a more direct and visible link to using the distributive property to determine area, a…
Descriptors: Mathematics Instruction, Mathematical Concepts, Mathematics Teachers, Multiplication
Dickman, Benjamin – Mathematics Teacher, 2018
What do nonroutine algebra problems look like for a second-year algebra course, and where can such problems be found? Starting from the belief that even challenging, nonroutine problems should be solvable with the resources that students possess, Benjamin Dickman proceeded to formulate a small collection of tasks to push students into integrating…
Descriptors: Mathematics Instruction, Algebra, Problem Solving, Mathematical Logic
Stegall, Joanna B.; Malloy, Jacquelynn A. – Mathematics Teacher, 2019
The ties between literacy and numeracy exist in the development of vocabulary and language for understanding mathematical concepts. Research indicates that explicit instruction in mathematics vocabulary supports success with mathematics problem solving (Biemiller 2009; Pierce and Fontaine 2009; Rubenstein and Thompson 2002) for native…
Descriptors: Misconceptions, Mathematics Instruction, Algebra, Mathematics
Liu, Yating; Enderson, Mary C. – Mathematics Teacher, 2016
A mysterious conflict of solutions emerged when a group of tenth- and eleventh-grade students were studying a seemingly ordinary problem on combination and probability. By investigating the mysterious "conflicts" caused by multiple randomization procedures, students will gain a deeper understanding of what it means to perform a task…
Descriptors: High School Students, Grade 10, Grade 11, Probability
Cloft, Kristal – Mathematics Teacher, 2018
Many ways exist to engage students without detracting from the mathematics. Certainly some are high-tech options, such as video games, online trivia sites, and PowerPoint® presentations that follow the same model as Jeopardy; but sometimes low-tech options can be just as powerful. One exciting way to connect with students is by incorporating…
Descriptors: Mathematics Instruction, Learner Engagement, Mathematics Activities, Educational Games
McCulloch, Allison W.; Whitehead, Ashley; Lovett, Jennifer N.; Whitley, Blake – Mathematics Teacher, 2017
Context is what makes mathematical modeling tasks different from more traditional textbook word problems. Math problems are sometimes stripped of context as they are worked on. For modeling problems, however, context is important for making sense of the mathematics. The task should be brought back to its real-world context as often as possible. In…
Descriptors: Mathematics Instruction, Audio Equipment, Textbooks, Word Problems (Mathematics)
Kurz, Terri L.; Garcia, Jorge – Mathematics Teacher, 2015
Since the 1950s, the understanding of how the base 10 system works has been encouraged through alternative base systems (Price 1995; Woodward 2004). If high school students are given opportunities to learn other base systems and analyze what they denote, we believe that they will better understand the structure of base 10 and its operations…
Descriptors: Mathematics Instruction, Mathematical Concepts, Teaching Methods, Grade 8
Bieda, Kristen N.; Huhn, Craig – Mathematics Teacher, 2017
Problem solving has long been a focus of research and curriculum reform (Kilpatrick 1985; Lester 1994; NCTM 1989, 2000; CCSSI 2010). The importance of problem solving is not new, but the Common Core introduced the idea of making sense of problems and persevering in solving them (CCSSI 2010, p. 6) as an aspect of problem solving. Perseverance is…
Descriptors: Mathematics Instruction, Problem Solving, Persistence, Faculty Development
Wanko, Jeffrey J.; Nickell, Jennifer V. – Mathematics Teacher, 2013
Shapedoku is a new type of puzzle that combines logic and spatial reasoning with understanding of basic geometric concepts such as slope, parallelism, perpendicularity, and properties of shapes. Shapedoku can be solved by individuals and, as demonstrated here, can form the basis of a review for geometry students as they create their own. In this…
Descriptors: Mathematics Instruction, Secondary School Mathematics, Geometric Concepts, Teaching Methods
Pinkerton, Mark; Shafer, Kathryn G. – Mathematics Teacher, 2013
Problem solving is a necessary component of developing a strong mathematics curriculum that will help all students achieve their life goals, regardless of their specific academic plans. What day-to-day instructional decisions do teachers need to make if they believe that problem solving is a vehicle for learning mathematical content? In this…
Descriptors: Problem Solving, Mathematics Instruction, Teaching Methods, High Schools
Suurtam, Christine – Mathematics Teacher, 2012
"Reasoning and sense making should occur in every classroom every day," states "Focus in High School Mathematics: Reasoning and Sense Making" (NCTM 2009, p. 5). As this book suggests, reasoning can take many forms, including explorations and conjectures as well as explanations and justifications of student thinking. Sense making, on the other…
Descriptors: Mathematics Education, Grade 7, Mathematics Teachers, Thinking Skills
McGivney-Burelle, Jean; McGivney, Raymond J.; McGivney, Katherine G. – Mathematics Teacher, 2008
This article describes an engaging, data-gathering activity that allows students to explore relationships between latitude and average monthly temperatures of cities in the Western Hemisphere. This data-gathering activity covered interesting and important mathematical ground and engaged students from the start. While students searched for their…
Descriptors: Learning Activities, Climate, Data Collection, Measurement Techniques