The intent of this guidebook is to assist teachers and program directors to prepare instructional objectives in a way that will be most useful both for them and for those involved in the evaluation of humanities programs. Contemporary humanities education seeks to achieve its objectives in four categories of student behavior: (1) reasoning,…

The authors of a popular secondary school level-speech communication textbook that has frequently been removed from schools or attacked because it discusses values defend their book and assess the effects of censorship. (NKA)

Suggests that secondary school students seem to have reasonably good procedural knowledge in areas of mathematics as rational numbers, probability, measurement, and data organization and interpretation. It appears, however, that students are lacking the conceptual knowledge enabling them to successfully do the assessment items on applications,…

A study of high school students learning computer programming was conducted to determine the impact of programming on particular mathematical and reasoning abilities, the cognitive skills or abilities that best predict programming ability, and what students actually understand about programming after two years of study. (MBR)

A study investigated whether or not second language (L2) learners who are exposed to naturalistic and/or mixed contexts (i.e., living and studying the language where it is the dominant language in use) appropriate nonverbal forms of communication, and specifically whether gestures are reconceptualized in the L2. Subjects were two…

Students in Grades six, seven, and eight were asked to integrate existing information and initially unknown answers to prose-related questions for answering superordinate questions. Results suggest that grade level development of hypothetico-deductive skills interacts with instructional prompt levels and that these skills are essential to…

Described is how using LOGO tools for manipulating embodiments of geometric objects helps students construct more abstract and coherent concepts. Discussions are included on developing verbal definitions versus constructing concepts, tasks for integrating turns and angles, group discussions, and maze tasks. (KR)

Proposed is a way for teachers to distinguish between rich, challenging material that encourages mathematical thinking and material that is unsuitable. Included are multistep problems that encourage a broader understanding of mathematics. (KR)

Major visuospatial and verbal abilities were assessed for 197 10-year-olds in Hong Kong and 170 10-year-olds in the United Kingdom. The Hong Kong subjects resembled their Japanese counterparts in having high Searman's "g," exhibiting abstract reasoning ability, high spatial ability, high perceptual speed, and low word fluency. (SLD)

Good college teachers are masters of their subjects; are organized, prepared, and clear; demonstrate that they know and care about their students as individuals; display listening skills; create a positive environment for learning; and relate abstract ideas to the realities of everyday life. (JB)

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)

Most schools are unwilling to consider decreasing computer use at school because they fear that without screen time, students will not be prepared for the demands of a high-tech 21st century. Monke argues that having young children spend a significant amount of time on computers in school is harmful, particularly when children spend so much…

The majority of undergraduates lack advanced reasoning patterns, which are necessary for significant achievement in college science courses. The purpose of this paper is to review the studies of various instructional practices in introductory college biology courses that claim to develop reasoning. Most of these were non-traditional,…

Science is at heart a rational activity. Reasoning, being an important component of critical thinking has been successfully taught using Socratic methods. As an approach, the instructor or designer of instruction models an inquiring and probing mind focusing on providing questions and not answers. The main aim has been to allow learners to…

This study describes the learning of researchers who engage in mathematics teacher education as an integral part of their practice. As teacher educators working with teachers on the subject of proportional reasoning, the authors reflected on teachers solutions to a standard problem and analyzed answers that would conventionally be considered…