Re: A Time Dilation Paradox?

On Feb 16, 12:05 am, "N:dlzc D:aol T:com \(dlzc\)" <dl...@xxxxxxx>
wrote:
Dear Alen:

"Alen" <al...@xxxxxxxxxxxxxxx> wrote in message

news:fed66625-bd52-4d79-a71f-a5fa6fb0f53e@xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
...

Where is the problem?
(DTc)^2 = (DTa)^2 - (DXa)^2
(DTc)^2 = (DTb)^2 - (DYb)^2

|DTa| = |DTb|, and |DXa| = |DYb|

^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
There is the problem.  What magical "logic" did you use to assure
that this is true?

David A. Smith

The relationship between observer A and C, and
the relationship between observer B and C are
set up to be identical in all respects, except that C
travels along the x axis relative to A, and along the y
axis relative to B. If you like, you can describe it as A
travelling along the x axis, and B travelling along the
y axis, relative to C, in whichever direction you like.

Alen
.

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