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Landy Godbold

- Simple Harmonic (and non-harmonic) Motion § Harvard Natural Sciences Lectur... - 1 views

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    This one's been around a while, but it's still fun to watch and could be the basis of some interesting "project based learning."
Chris Harrow

CAS - 0 views

  • The Golden Ratio in Quartic Polynomials I believe this to be an original result. The line containing the points of inflection of any 4-th degree polynomial intersects the polynomial in two other points whose coordinates are related to the points of inflection by the golden ratio and its conjugate. This version of this idea appeared on the NCTM's On-Math site in the Winter 2004- 2005 column. Alexander Bogomolny expanded on this idea; his discussion is here.
  • The Golden Ratio in Cubic Polynomials   Once again the Golden Ratio makes an unexpected appearance, this time in cubic polynomials. The problem and its proof are in this article. Audrey Weeks, author of Calculus in Motion, has prepared a Geometers' Sketchpad animation of the proof and result which can be downloaded here.
  • CAS in High School Mathematics A discussion of the changes that will be necessary in the high school mathematic curriculum with the introduction of CAS. Originally presented at the NCTM regional meeting September 21, 2006 in Chicago, IL
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  • Problems for CAS Solution A collection of problems, some traditional, some new that are easily solved with a CAS, but perhaps not so easily solved without. Originally presented at the NCTM regional meeting September 21, 2006 in Chicago, IL.  Solutions
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