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Equally Spaced (
Posted on 20180513
)
Let rectangle ABCD have xy coordinates: A(0,0), B(0,h), C(w,h), and D(w,0) where h and w are positve real numbers.
1) Does there exist a point P with xy coordinates (r,s) where r and s are
positive real numbers such that ∠BPA = ∠APC = ∠CPD ?
2) If the answer to question 1) is yes, then are there functions f and g
such that
h = f(r,s) and w = g(r,s) ?
No Solution Yet
Submitted by
Bractals
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re: Possible solution
 Comment 2 of 3 
(In reply to
Possible solution
by Jer)
Hi Jer,
Try the rectangle ABCD ( in the 1st quadrant ) with
h ~= 0.51*w and the point P ( in the 3rd quadrant )
with r ~= 0.68*w and s ~= 0.85*w.
Posted by
Bractals
on 20180520 19:26:00
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