


28 February 2000 Vol. 5, No. 9
THE MATH FORUM INTERNET NEWS
Optical Illusions - SandlotScience | Fair Division Calculator
Teaching and Learning about Decimals
OPTICAL ILLUSIONS - SandlotScience
http://www.sandlotscience.com/
http://www.lainet.com/~ausbourn/
Interactive Java applets and multimedia explorations of
optical effects, with animations, art work, stories, and more.
Contents include:
- Impossible Objects, including columns, an endless
staircase, animated stairs, Java triangle models, an
interlaced tri-bar, an impossible hexnut, and more
- Distortion illusions of "breathing" objects, a cafe
wall, Fraze's Spiral, Poggendorf's Illusion, a twisted
cord, and others
- Contrast and Color: illusions driven by the way we see
- Typography: distortion and ambiguity
- Games and Puzzles: Java-flavored diversions
- Ambiguous Figures that appear as one thing, then
another - don't miss the "3-in-1 Animation" of the
Missing Corner Cube
- After-Effect Illusions: what keeps our eyes going after
we stop looking
- Camouflage: the art of blending into a similar background
- Moire Patterns: when two transparent patterns overlap
- Giants of Illusions: examples from the work of Jerry
Andrus, M. C. Escher, and Sandro del Prete
The site also offers a selection of recommended books,
science toys, kits, and projects; PDF-formatted projects;
and links to more optical illusion Web sites.
http://www.sandlotscience.com/links.htm
http://www.lainet.com/~ausbourn/links.htm
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FAIR DIVISION CALCULATOR - Francis Su
http://www.math.hmc.edu/~su/fairdivision/calc/
An interactive Java applet designed to help you determine
how to divide among n people: a desirable object (such as
a cake); an undesirable object (such as a set of chores);
or a set of indivisible objects (rooms, desirable) with
payments (rent, undesirable).
See also Su's Fair Division page, with links to an
explanation of "fair division," to exact vs. approximate
algorithms, to Su's papers, and to other references on the
subject.
http://www.math.hmc.edu/~su/fairdivision/
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TEACHING AND LEARNING ABOUT DECIMALS
Stacey, Chambers, Asp, Scott, Steinle
University of Melbourne, Australia
http://online.edfac.unimelb.edu.au/485129/DecProj/index.htm
A resource for teachers that explains the mathematical,
psychological, and pedagogical ideas needed to teach students
to work confidently with decimal numbers.
Contents include:
- Background: main ideas, what learners find hard
- Case Studies: video interviews and tests with six people
who demonstrate different, but common, wrong ideas
- Teaching: survey of approaches, tests, ideas for lessons,
educational software to download
- Glossary: definitions and examples of technical terms
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