The study concerned (1) identifying component processes of discovery and rule learning; (2) describing differences in learning outcomes produced by the two instructional methods, and; (3) optimizing learning. It was believed that understanding the effects of aptitude, instructional methods, and their interaction is important in the study of…

This paper presents a narrative account of how the process of discovery pertained to a college instructor's experience in teaching writing, offering it as a potential methodology for other teachers to consider in their own and their students' writing. The first two parts of the paper illustrate the process of primary and secondary invention in…

The article uses Jean Piaget's theory of four stages of intellectual growth to describe (1) developmental aspects of the six- to seven-year-old child which are pertinent to the teaching of social studies and (2) a social studies program which teaches rational thinking. (Author/KC)

EFFECTS ATTRIBUTABLE TO DIRECT-DETAILED AND DIRECT DISCOVERY METHODS OF ORGANIZING AND PRESENTING TAPED (AURAL) INSTRUCTION WERE COMPARED. INITIAL LEARNING, RETENTION, AND TRANSFER OF TRAINING WERE MEASURED. DIRECTED DISCOVERY, DIRECT-DETAILED METHODS, AND A SINGLE CONTROL WERE THE INDEPENDENT TREATMENT VARIABLES. HIGH, AVERAGE, AND LOW ABILITY…

Discusses Richard McKeon's architectonic productive art method and its application to the pedagogy of invention. (Defines architectonic productive art as a systematic method for recognizing the organizing principles in the inquired subject which is itself an organizing system.) (PD)

This paper discusses the benefits of teaching literature through levels of understanding so that teachers can more quickly and efficiently determine the operational levels of individual students. The seven levels of understanding and some of the generic questions by which they can be determined are: (1) perceptual level: "What happened, when,…

This paper examines some basic principles of learning theory that have been developed within the discipline of psychology. A brief resume of the psychologist's efforts to analyze the phenomenon of learning within a scientific setting is presented as well as attempts to apply this research to a practical situation (e.g. the classroom). More…

Presents an alternate form of assignment, called "Special Problems," that incorporates writing in journals into the mathematics classroom. The method requires students to provide process narratives to accompany selected homework exercises. Allows the teacher to monitor the student's thought processes and development. (MDH)

Focusing on how expert writers in various disciplines convey complex ideas, this paper shows how the techniques used by the mathematician, Clark Kimberling, in various writings can (1) be transferred to other disciplines, (2) show learning taking place, and (3) provide models for students to re-enact learning in all subject areas. The paper…

Museum objects can be the springboard for exercising critical thinking. There are four main thought processes associated with critical thinking: (1) fluent thinking, the ability to produce many ideas; (2) flexible thinking, the ability to view something in different ways; (3) original thinking, the ability to produce unique ideas; and (4)…

Describes three activities that the teacher can employ to help students develop thinking skills through mathematics instruction: (1) memorization using the technique of chunking; (2) higher order thinking with magic squares; and (3) predicting games. Identifies eight facets of the teacher's role in promoting thinking skills. (MDH)

AN INQUIRY (SPECIFIC DISCOVERY) APPROACH TO LEARNING WAS SUBJECTED TO A RIGOROUS TEST AND EVALUATION PROGRAM, INVOLVING ELEMENTARY INSTRUCTION IN THE PHYSICAL SCIENCES. STUDENTS IN THE FOURTH, FIFTH, AND SIXTH GRADES SERVED AS SUBJECTS. EVALUATIVE CRITERIA WERE (1) SCIENCE CONCEPT ACHIEVEMENT, (2) DIVERGENT THINKING OR CREATIVITY, AND (3)…

Discusses how a single problem can be utilized to discuss mathematical skills and concepts at several different levels. Presents a problem involving fractions examined at the following four levels according to the abilities of the students: (1) finding solutions; (2) identifying methods for finding solutions; (3) exploring similar examples; and…