| Previous Issue | Volume 97(4) | Next Issue |
| James A. Shymansky
Jennifer L. Chidsey Laura Henriques Sandra Enger Larry D. Yore Edward W. Wolfe Margaret Jorgensen |
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Performance Assessment in Science as a Tool to Enhance the Picture of Student Learning |
| Diana F. Steele
Teresa Fehrs Widman |
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Practitioner's Research: A Study in Changing Preservice Teachers' Conceptions About Mathematics and Mathematics Teaching and Learning |
| William J. Letts IV
Bambi L. Bailey Kathryn Scantlebury |
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Preparing Science Teachers in an Era of Reform: Practitioners' Perspectives of Methods Courses |
| Cheng-Shyong Lee |
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The Integration of Math and Science Via Centroids |
| Steven W. Gilbert |
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Integrating Tech Prep into Science Teacher Preparation |
| Robert A. Lonning
Thomas C. DeFranco |
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Integration of Science and Mathematics: A Theoretical Model |
| Regular Features | ||
| Norman G. Lederman
Margaret L. Niess |
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Editorial: Publishing in School Science and Mathematics: Up Close and Personal |
| J. Steve Oliver
B. Kim Nichols |
|
Early Days: ãThe Decadence of the Vulgar Fractionä |
| S. Wali Abdi |
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Book Reviews: Surprising Science Puzzles; Beastly Abodes: Homes for Birds, Bats, Butterflies & Other Backyard Wildlife |
| Richard A. Gibbs
László Szücs |
|
Problems: 4571, 4614-S,
4615-OBG, 4616-4619
Solutions to: 4521, 4566S, 4567-4571; Comments on 4539 |
| SSMemos | ||
| Guidelines |
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SSM Publication Guidelines |
The Iowa Assessment Project
was funded by the National Science Foundation to explore the feasibility
of combining the expertise of science teachers, science educators, and
test developers to build innovative performance assessments that complement
traditional, norm-referenced, multiple-choice science tests. The science
teachers, graduate students, and science educators designed and tested
performance assessment tasks to enhance the picture of science understanding
in students through multiple points of evidence. This paper describes the
design of four science performance tasks for Grade 9 students and the relationship
between their performance on these tasks and multiple-choice items in the
Iowa Tests of Educational Development. Students and schools used to develop
the tasks were not included in the verification sample.
Educators involved in the
current reform movement in mathematics education recommend that students
be actively involved in constructing their own knowledge and developing
powerful mathematical concepts. This study suggests how ideas based on
constructivist learning theory can be put into practice in a preservice
mathematics education class.
With recent national calls
for the reform of science education have come standards that delineate
not only science content but also assessment, pedagogy, and teachersâ professional
development. If teachers must teach science differently, then teacher preparation
must change. This study asked 31 inservice secondary science teachers to
complete a survey about topics for inclusion in a secondary science methods
course. Respondents ranked a list of prespecified topics and had an opportunity
to suggest other topics for inclusion in the course. Results showed that
the majority of prespecified potential topics were judged important enough
by these teachers to warrant inclusion in a methods course, though no individual
added topic appeared on more than two surveys. Results demonstrate that
these teachers believe teaching many of the traditional topics in science
methods courses is still needed. In addition, they advocated the inclusion
of several topics that either represent recent technological and theoretical
advances, or long-standing ideas that have recently received considerable
attention.
Science problems enhance
and promote math functions to establish some formulas to solve them; conversely,
many math results give the explanation and the development of science phenomena
and their related situation. From Archimedesâ Law of the Lever, together
with some properties of vectorâs representation, the geometrical construction
of the weighted centroid of gravity of finite particles is given, the new
proving of Cevaâs and Menelausâs results is explored, and a related result
to spacial shape is set up. These presentations are important in math,
physics, chemistry, statistics, and engineering. The ideas are significant
to these fields for the integration of multifarious curricula.
Tech Prep is an emerging
educational reform in the United States. Thirty of 37 states responding
to a recent survey had some type of formal Tech Prep initiative in place
(R. Hayes, 1995). Although Tech Prep has received its strongest backing
from practitioners in technology education, science teacher educators must
prepare teachers for these programs. The problem is that few may be ready.
This paper provides an overview of Tech Prep and a model for its integration
into the K-12 curriculum. It then discusses implications for science and
mathematics teacher preparation.
Interest in interdisciplinary, integrated curriculum development continues to increase. However, teachers, who have been given primary responsibility for developing these materials, are often working with little guidance. At present there exists no clear definition of the meaning of integration of mathematics and science. A continuum model of integration is proposed as a useful tool for curriculum developers as they create new integrated mathematics and science curricula or adapt commercially prepared materials. On the continuum, activities range from mathematics or science involving no integration to those activities including balanced mathematics and science concepts. Several examples are given to illustrate the utility of the continuum model for analyzing integrated curricula. The continuum model is intended to be used by curriculum developers to clarify the relationship between the mathematics and science activities and concepts and to guide the modification of lessons.