> From: Ronn!Blankenship <[EMAIL PROTECTED]>
> 
> At 01:01 PM Sunday 9/18/2005, The Fool wrote:
> > > From: Robert G. Seeberger <[EMAIL PROTECTED]>
> > >
> > > http://physorg.com/news6555.html
> >
> >No, it just adds a layer of complexity, and removes an important
aspect
> >of math that is used by real-wold physics and calculus.  Sines and
> >Cosines are important.  Students taught this 'new math' would have
> >difficulties with higher math and physics.
> 
> 
> The blurb at the publisher's web site says:
> 
> 
> Applications
> Two dimensional geometry problems
> Surveying problems (Elementary)
> Surveying problems (Advanced)- Resection and Hansen's problems
> Boxes, pyramids, wedges and pagodas
> Physics---Projectile motion, Snell's law, Algebraic dynamics, 
> Lorentzian addition of velocities (as in Einstein's special theory of

> relativity)
> Platonic solids
> Folium of Descartes and Bernoulli's lemniscate
> Five fold symmetry and regular polygons
> Calculus problems involving rotational and spherical symmetry 
> (volumes, surface areas, centroids, moments of inertia of spheres, 
> caps, hyperboloids, toroidal rings etc.)
> New formulas for classical curves using rational polar coordinates.
> 
> It would be interesting to see some of the details, and to see how 
> (if) some of the things you mention could be developed from this idea
 . .

it's really only the difference between using 
d = sqrt((x1 - x0)^2 + (y1 - y0)^2 + (z1 - z0)^2)

and using

d^2 = (x1 - x0)^2 + (y1 - y0)^2 + (z1 - z0)^2

Not exactly super revolutionary, + it's non intuitive to boot.  And it
doesn't work well with vectors.  It doesn't make comutations faster
either.

Nice tricks, but that is what they are...tricks.
 
> >Besides (17 cos 37, 17 sin 37) isn't that hard to understand is it?
> 

A point 17 units from the origin rotated 37 degrees.  Or a vector
magnitute 17 at 37 degrees.

> 
> 1/2 + 1/3 is about where most non-mathematically-inclined students 
> throw up their hands in despair.
> 
> 
> Haven't They Found The Least Common Denominator Yet?  They Were 
> Looking For That Thing When I Was A Kid Maru
> 

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