Ah, lovely! Who knew there would be so many different solutions? I'm
going to use Nicola's solution on this occasion, as it fits my thought
process best -- but thanks to Troy as your solutions showed me some
other things I didn't know.
All the best,
James
On Fri, Feb 26, 2010 at 9:42 PM, Nicola
In article <771da05a1002251718l55669a0co770b5a78bed84e4b@mail.gmail.com>, James Fisher
wrote: This isn't specifically a ConTeXt question, but via it I've run into a seemingly simple problem in METAPOST that I just can't solve. I'm trying to draw a parallelogram by specifying: (1) the length of sides parallel to the x-axis; (2) the total height of the figure; (3) one of the interior angles.
Curiously enough, nobody has posted a solution that uses 'whatever', so here it is:
z0 = origin; % bottom left z1 = (5,0); % bottom right y3 = y2 = 10; z3 = z0 + whatever*dir(87); % z3 is obtained by starting at z0 and % moving along dir(87) z2-z1 = whatever*(z3-z0); % The line z1--z2 is parallel to z0--z3
That is, what you were trying to achieve:
angle(z3-z0) = dir(87);
can be written instead:
z3 - z0 = whatever*dir(87);
Nicola
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