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Jackson, Raymond – Journal of Economic Education, 1999
Observes that the efficiency case against vouchers in textbook comparisons with income transfers is frequently incorrectly stated, or overstated. Clarifies the debate by deriving the algebraic relations under which a voucher is equivalent to an income transfer, generates no welfare loss, and when conventional views of income transfer superiority…
Descriptors: Economics, Economics Education, Graphs, Higher Education
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Roth, Wolff-Michael; Bowen, G. Michael – Science, Technology, and Human Values, 1999
Presents the results of a series of studies on the production, transformation, and interpretation of graphical representations from grade 8 to professional scientific practice in formal testing situations (inside) and in the course of field/laboratory work (outside). (Author/CCM)
Descriptors: Computer Graphics, Grade 8, Graphs, Higher Education
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Wilkinson, Leland – Counseling Psychologist, 1999
Highlights effective graphical methods for screening and cleaning data, exploring and identifying models, and displaying data in counseling-psychology publications. Argues that graphs are not ancillary to scientific publications but are essential and, in some cases, sufficient expositions of results. (Author/GCP)
Descriptors: Counseling Psychology, Data Analysis, Data Interpretation, Graphs
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Raggett, Matthew – Physics Education, 2000
Stresses the value of graphing and computer algebra systems calculators when teaching about waves. Discusses how to input data into these calculators. Highlights the Texas Instruments' (TI) Web site at http://www.ti.com. (YDS)
Descriptors: Educational Technology, Grade 8, Graphing Calculators, Graphs
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Newburgh, Ronald – Physics Education, 2001
Presents a simple experiment that allows students to determine a slope from a series of measurements rather than from a given equation in which students measure heights and widths for a set of paper rectangles, all with the same width. Students calculate areas and plot area versus height from the data. (Author/ASK)
Descriptors: Elementary Secondary Education, Experiential Learning, Graphs, Integrated Activities
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Attali, Yigal; Goldschmidt, Chanan – Journal of Educational Measurement, 1996
Sources of observed differences in difficulty between items in graph comprehension performance were studied using 132 items from the Psychometric Entrance Test, an Israeli college entrance examination. Results indicate that item difficulty can be predicted successfully on the basis of item characteristics and task demands. Implications for graph…
Descriptors: College Entrance Examinations, Comprehension, Difficulty Level, Foreign Countries
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Stylianidou, Fani; Ormerod, Fiona; Ogborn, Jon – International Journal of Science Education, 2002
Outlines the findings of the Science Teacher Training in an Information Society (STTIS) project concerned with describing the possible difficulties pupils have when reading science textbook pictures on energy. Concludes that reading science textbook pictures is not trivial for pupils and that teachers need to spend time and effort talking through…
Descriptors: Diagrams, Energy, Graphs, Middle Schools
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Ametller, Jaume; Pinto, Roser – International Journal of Science Education, 2002
Focuses on images of energy that may help to construct key scientific concepts. Analyzes interpretations given by students of documents containing images evoking ideas that are seldom visually explained within a theoretical semiotic frame. Confirms the utility of this frame and suggests some abilities needed for students to correctly interpret…
Descriptors: Concept Formation, Diagrams, Energy, Graphs
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Lee, J. Todd – Mathematics Teacher, 1999
One of the biggest hurdles in teaching statistics is convincing students that the area under curves has anything to do with all the samples, histograms, and various other indicators to which they have been exposed. Presents two examples to illustrate this phenomenon. (ASK)
Descriptors: Area, Graphs, Mathematics Activities, Mathematics Instruction
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Patterson, Anne C. – Mathematics Teacher, 1999
Active involvement and infusion of mathematics into familiar, everyday experiences are essential elements in challenging students to engage in true thinking. Presents an investigation on graphing that touches on all representations including tables of values, graphs, and verbal descriptions. (ASK)
Descriptors: Algebra, Graphing Calculators, Graphs, Mathematics Activities
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Mittal, Ankush; Pagalthivarthi, Krishnan V. – International Journal on E-Learning, 2005
The learning process for a user becomes seriously restrictive in trying to discover the relationships between concepts and in searching for a part of concept (called an object) such as a solved example illustrating the concept or the application of the concept. This article presents the theory for building a relational graph that depicts how…
Descriptors: Learning Theories, Learning Processes, Computer Uses in Education, Graphs
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Parmar, Rene S.; Signer, Barbara R. – Journal of Learning Disabilities, 2005
The purpose of this study was to examine students' understanding of and ability to interpret line graphs, using four tasks: two where students constructed a graph and two where students interpreted a given graph. The tasks were unique in that they did not simply involve the explanation of given data but included a language component that looked at…
Descriptors: Grade 5, Statistical Analysis, Cognitive Processes, Scoring Rubrics
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Capraro, Mary Margaret; Kulm, Gerald; Capraro, Robert M. – School Science and Mathematics, 2005
A sample of 134 sixth-grade students who were using the Connected Mathematics curriculum were administered an open-ended item entitled, Vet Club (Balanced Assessment, 2000). This paper explores the role of misconceptions and naive conceptions in the acquisition of statistical thinking for middle grades students. Students exhibited misconceptions…
Descriptors: Grade 6, Probability, Misconceptions, Mathematics Education
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Freudenrich, Craig – Science Teacher, 2005
Since 1995, astronomers have discovered over 100 known exoplanets--planets outside of the solar system--and determined their properties such as mass, orbital distance, size, and density. By using simple algebraic equations of physics, students can determine these properties as well. In this article, the author discusses an activity titled…
Descriptors: Teaching Methods, Motion, Grade 12, Astronomy
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Holliday, Berchie W.; Duff, Lauren R. – Mathematics Teacher, 2004
The students need not compute dependent values required in making line graphs but to teach the students the usage of graphing calculator to plot, calculating and graph linear equations, which are best suited to real world data. In this initial learning process, the teacher should give minimum support to the students in arriving at a solution as…
Descriptors: Teaching Methods, Graphs, Graphing Calculators, Mathematics Instruction
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