| Discussion: | All Topics |
| Topic: | Continuous /Discreet Graphing |
| Related Item: | http://mathforum.org/mathtools/tool/13171/ |
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| Subject: | RE: Continuous /Discreet Graphing |
| Author: | Craig |
| Date: | Jun 27 2006 |
>I'm a little confused. How can one runner pass the other without being in the
same
> place at the same time?
The answer: they are at the same place at "step" (time) 3.33, but if you step
through the applet, times are discrete--you see only step 3 followed by step
4. It's like you're using a camera with a fast shutter speed, where the action
takes place between clicks of the shutter. It's late at night right now, and I
can't think of the term from psychology that describes how the brain processes
visual images--it takes discrete impressions from the optical nerve, and runs
a continuous movie. That's what's happening with the applet--leads to a nice
discussion of science (or film-making).
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