On 9/2/2010 12:48 PM, ? wrote:
> On Sep 2, 11:13 am, Poison Pete<nowayjo...@gmail.com> wrote:
>> On Sep 2, 2:26 am, jm<jm1...@sbcglobal.net> wrote:
>>> Yes, in "normal" riding, you look ahead; but you can not possibly do so
>>> on this 'circle' because 20 feet ahead is about 90 degrees to your side.
>> It would have really helped your thought processes to use the real
>> figures (see above) instead of just pulling random numbers out of your
>> ass.
>>
>> Q: Did you think that nobody else had ever heard of Pi, or did you
>> sleep through that part of your math class?
> jm is correct. 20 feet ahead *is* approximately 90 degrees to the
> rider's course at any time, and it wasn't necessary for you to be so
> typically nasty to him.
Ummmm...in a word, no.
Let's run through the numbers one more time, going slowly for those who
have to remember that "pi" doesn't mean something with a crust, shall
we?
We're assuming a circle with a nominal diameter of something like
25-28 feet, right?
The circumference of a circle is pi times the diameter.
Pi, for those who haven't used it since high school geometry, is
about 3.14.
Pi times 25 is 78.5. Pi times 28 is just shy of 88.
So "20 feet ahead" on your intended path, which presumably IS
along the circumference of the circle and not straight ahead, is
just about a quarter of the way around.
Now, here's the really hard part, so try REALLY hard to visualize
this, OK? If you are at any given point in a circle, and want to
look at a point in the circle that's about a quarter of the way
around, you're looking off at about a 45 degree angle from
"straight ahead."
If you were looking at "90 degrees," you'd be looking at a
spot exactly opposite you on the other side of the circle, or
in this case about 40 feet along what we have to assume is
your intended path. I would humbly suggest looking there is
not a particularly productive thing to be doing as opposed to
looking about 45 degrees off, or a *quarter* of the way around.
All clear now? SO glad we could clear that up for you...
Bob M.
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