Some of the problems of learning disabled students which make teaching arithmetic difficult include: symbol-object relationships, reversibility of functions, perceptual deficits, multiplication tables, division tasks, word problems, and place values. Among suggestions for teachers are presenting and setting up problems according to students'…

Describes how classrooms can "talk the language of" and "write about" mathematics concepts and procedures, thereby demystifying the abstraction of math and, at the same time, developing literacy skills. (GC)

Suggests that the history of mathematics is a fluid field within which lively debate occurs. Shares a math problem that requires a community of scholars to simulate the process by which the history of mathematics is actually developed. (KHR)

Presents a solution of the three-sailors-and-the-bananas problem and attempts a generalization. Introduces an interesting way of looking at the mathematics with an idea drawn from discrete dynamical systems. (KHR)

Strategies are presented for dealing with factors that can be responsible for failure in mathematical problem solving. The suggestions include personalization of verbal problems, thematic strands based on student interests, visual representation, a laboratory approach, and paraphrasing. (JDD)

Four of the author's favorite calculus word problems are presented. These aid students in recognizing and applying concepts in contexts unlike those in typical textbook problems. (MNS)

This article offers suggestions to teachers of hearing-impaired students on teaching basic mathematical problem-solving skills. Eight suggestions include allowing time for problem solving, encouraging persistence, providing open-ended problems, using problems based on student experiences, and using appropriate evaluation strategies. (DB)

Describes the "Two-Eight" instructional model for students who have arithmetic computational skills but lack the ability to select appropriate strategies to solve problems. Offers examples showing the replacement of the actual values used in a word problem with the simple numeric values of 2 and 8 to create a parallel, solvable problem. (DMM)

The common teaching practice habit of connecting mathematics classroom activities with reality is still substantially delegated to wor(l)d problems. A growing body of empirical research suggests that the practice of word problem solving in school mathematics does not match this idea of mathematical modeling. Presents some classroom activities that…

This article discusses the development and uses of a cross-content learning strategy: Read, Imagine, Decide, and Do (RIDD) and suggests ways to incorporate the strategy into instruction for students with learning disabilities. Examples apply the strategy to the solution of math word problems. (Contains 10 references.) (DB)

This article proposes four strategies for posing mathematics problems that raise the cognitive demands of the tasks given to students. Each strategy is illustrated with three common middle school mathematics examples: finding the greatest common factor, finding area or perimeter, and finding the equation of a line. Posing these types of problems…

Presents inventive word problems used to teach journalism students printers' math for newspaper design. (HTH)

Presents two lessons focusing on (1) spreadsheet design and (2) editing and printing spreadsheets. Materials provided include a list of functions for which students need to learn the commands, suggestions for presenting the lesson, three spreadsheet story problems, student exercises in editing, and two reference sheets for AppleWorks. (LRW)

The study proves that a didactical model based in a method to solve word problems of increasing complexity which uses a numerical approach was essential to develop the analytical ability and the competent use of the algebraic language with students from three different performance levels in elementary algebra. It is shown that before using the…

Reports on an experiment in which Algebra I students (N=181) learned to translate word problems with two unknowns from the prose representation to symbolic representation using two variables when first solving word problems with two unknowns. Concludes that students who had learned to solve equations with the new method scored higher than those…