The study aimed to compare the book of Islamic Education sixth grade basic in both Jordan and the UAE in the light of the ethical concepts that should be included in the book. To achieve this goal, a list of these ethical concepts was prepared, and according to it, the content of both books has been analyzed. The results showed differences in the…

First order knowledge and understanding, relating to the "stuff" of history, is, of course, absolutely fundamental to the development of children's historical knowledge and understanding. However, as Frances Blow shows, in a contribution to a series of articles exploring second order concepts in history published in Teaching History by…

This study examines presentations of the distributive property (DP) in two widely used U.S. elementary text series and one main Chinese text series along three dimensions: problem contexts, typical problem types within each problem context, and variability in using the DP. In general, the two U.S. texts were found to resemble each other but to…

Students from three different British Columbia grade six classes were followed through two weeks of instruction on climate change. Pre, post, and follow-up surveys were used to determine the differences in knowledge gained and retained by students that received direct instruction from their science teacher, and by those who received equivalent…

Symmetry is one of the fundamental concepts in Geometry. It is a Mathematical concept, which can be very well connected with Art and Ethnography. The aim of the article is to show how to link the geometrical concept symmetry with interculturality. For this mosaics from different countries are used.

The inaugural column in the "Content Literacy" department discusses the importance of teachers' assisting students in grades 4-6 to develop content literacy skills. The discussion centers on levels of literacy and diversity issues facing teachers and then identifies three fundamental elements that should be a part of every teacher's content…

The characteristics of expert knowledge--interconnectedness, understanding, and ability to transfer--are inextricably linked, a point that is critically important for educators and constitutes a major theme of this paper. This paper explores how an analysis of the architecture of expert knowledge can inform the development of assessments to help…

Given its important role in mathematics as well as its role as a gatekeeper to future educational and employment opportunities, algebra has become a focal point of both reform and research efforts in mathematics education. Understanding and using algebra is dependent on understanding a number of fundamental concepts, one of which is the concept of…