Given your points, Ivan is correct; however, although what I am about to
write is most likely not going to be your case, there is a way of
deriving it based on known dependencies.
Given your points, it is possible if:
* if the angle you had mentioned was the angle between the lines as
thankyou very much - i'll take a look
best
a
On Thu, Jun 18, 2009 at 6:59 PM, Ivan Dembicki wrote:
> Hello Charles,
>
> You can build many ellipses through your points.
> More data needed for ellipse unique define.
>
> Also you can see old bezier classes
> http://bezier.googlecode.com/files/ru.b
Hello Charles,
You can build many ellipses through your points.
More data needed for ellipse unique define.
Also you can see old bezier classes
http://bezier.googlecode.com/files/ru.bezier.zip
Ellipse class especially.
good luck!
--
iv
http://www.bezier.ru
http://bezier.googlecode.com
Does this help at all? Check the demo.
http://code.google.com/p/bezier/
Charles P.
On Thu, Jun 18, 2009 at 10:59 AM, allandt bik-elliott (thefieldcomic.com) <
alla...@gmail.com> wrote:
> hey guys
>
> I have have a maths problem that i'm having trouble solving, despite
> repeated attempts on G
Hmmm
Likely not, now that I am looking through it. I could have sworn it had a
demo on angles and areas
Charles P.
On Thu, Jun 18, 2009 at 1:35 PM, Charles Parcell wrote:
> Does this help at all? Check the demo.
>
> http://code.google.com/p/bezier/
>
> Charles P.
>
>
>
> On Thu, Jun 18,
hey guys
I have have a maths problem that i'm having trouble solving, despite
repeated attempts on Google.
If i have an angle and a distance (n), plus one of the axis lengths (say the
minor, y), how would i find out what the remaining axis length (x) was
please?
I've drawn it out here (let me kn
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