Re: Simple Question
- From: Jonathan Kirwan <jkirwan@xxxxxxxxxxxxxx>
- Date: Wed, 27 Sep 2006 18:24:32 GMT
On Wed, 27 Sep 2006 16:37:13 GMT, "Bob Myers"
<nospamplease@xxxxxxxxxxxxxxx> wrote:
"Leo Meyer" <leomeyer_NO_SPAM_FOR_ME@xxxxxx> wrote in message
news:efde0h$d0j$1@xxxxxxxxxxxxxxxxxxxxxxxxxxxx
Imagine an infinitely large grid of resistors. In between two points, you
have an infinite number of paths through the adjacent resistors, which are
connected in series so we can treat them as one resistor.
Now if you connect an infinite number of resistors in parallel, you will
get zero ohms, no matter how large they are.
Nope; as was already mentioned, the number resulting from
the sum of an infinite series doesn't have to itself be infinite
(or zero).
Right. If it were always the case that an infinite sum resulted in
the extreme conclusion of either infinity or zero, there is a lot of
the world we'd still not understand well and calculus would be pretty
much rendered useless on the whole.
The very suggestion that Leo makes tells me that he hasn't been
usefully exposed to calculus.
Jon
.
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