An analysis of sixth-grade students' problem solving found the process to be a series of behaviors for each of which an explanation can be elicited. Advocates that teachers use questioning and discussion techniques rather than a "right-wrong" approach to the evaluation of verbal arithmetic problems. (CP)

This exercise shows how to turn the expository treatment of a topic or event into a mystery or puzzling situation that students are asked to solve. Once a puzzle is presented, students may pose only questions that can be answered yes or no. Three sample lessons are included to illustrate the process. (JDH)

Maintains that children's thinking skills can be developed and improved through discussions of children's literature. Provides suggestions of how teachers can help students to develop their thinking through questioning techniques and children's literature. Also presents various teaching strategies involving learning activities that allow students…

This article shows how to convert expository textbook material into puzzling mysteries for students. The five-step instructional process is illustrated with two sample lessons. Includes student handouts. (JDH)

Sixth grade students with cooperative direction of departmentalized reading and science teachers develop questions for research papers and activity projects during aerospace science unit. Student initiative and self-direction and teacher guidance are emphasized in the individualized reading instruction and small group science activities. (JM)

The author sauggests that present inquiry methods are often missing their goal and offers a technique to engage students in creative inquiry. (Author)

Implies that instruction can help students improve in reader-based processing of text and that strategies for making schema-general questions story-specific are necessary for processing, storing, and retrieving information from complex short stories. (AEA)

This article describes how gifted primary children can play with and extend mathematical concepts when guided with appropriate leading questions that scaffold their explorations. Suggested activities help children explore binary numbers, triangular numbers, squares and square roots, prime numbers, fractions, percentage, ratios, calculator work,…

Describes a scheme designed to guide prospective teachers beyond the point of proficiency as a student solving given problems. Provides a mechanism whereby prospective teachers advance toward assuming the role of a teacher posing his or her own problems. (13 references) (Author/MKR)

Student questioning within the Search, Solve, Create, and Share (SSCS) problem solving instructional model was investigated. The results suggest that the SSCS problem-solving instructional model increases student questioning in the presence of the teacher (n=22) when compared to a teacher-directed laboratory instructional model. The implications…

Constructivist theory recognizes the student's value as thinker. Thinking ability hinges on the capacity to ask and consider important questions. Teachers need question-driven problem-solving strategies that are comprehensive, adaptable, discriminating, productive, and transferable. This article explains four types of situations and accompanying…

The article analyzes a constructivist view of music education. A constructivist music classroom exemplifies deep learning when students formulate questions, acquire new knowledge by developing and implementing plans for investigating these questions, and reflect on the results. A context for deep learning requires that teachers and students work…

Focusing on the question that is being discussed in a mathematics lesson is suggested as an approach to teaching developmental mathematics at the college level. Ways in which students can be involved with the question are described. First, some contagious cliches that are used by students are given. Then a few antidotal aphorisms and educational…

In a study of problem solving by primary students, the investigator found that the most important factor was teacher expectation. The conduct of the study is described, with some rationale and sample questioning sequences included. (SD)