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Xander Henderson
Xander Henderson
00:58
4
Q: How can I construct (with ruler and compass) a circle tangent to two sides of a square and such that

hellofriendsGiven square $ABCD$ I want to construct the circle in the interior of the square such that it is tangent to sides $BC$ and $CD$ and such that it's meetings with the diagonal $BD$ are tangent points from tangents draw from point $A$: It is clear that the center of the circle must lie in $AC$. ...

geometry euclidean-geometry
Such that... WHAT! DON'T LEAVE ME HANGING!
(that title needs help)
 
2 hours later…
SmokeDetector
SmokeDetector
02:53
[ SmokeDetector | MS ] Few unique characters in body (94): Reducibility of multi-variable polynomials ✏️ by 5Six2 on math.SE
[ SmokeDetector | MS ] Few unique characters in body, no whitespace in title (161): ASDFASDFSADFSDAFSADF ✏️ by 5Six2 on math.SE
 
11 hours later…
rschwieb
rschwieb
14:04
psq math.stackexchange.com/q/3686655/29335
Martin R
Martin R
14:32
I think that this can be closed as a duplicate. I found two possible targets, perhaps someone can pick the second one because that has a good variety of answers. – The question here has one wrong (or at least, incomplete) answer, and the other answers do (in my opinion) not add substantially new to the answers of the duplicate targets (so merging is not needed).
Saad
Saad
c0522-01, c0522-02
d0518-06, d0521-02, d0522-01, d0522-02, d0522-03, d0522-04,
d0522-05, d0522-06, d0522-07, d0522-08, d0522-09
 
4 hours later…
user21820
user21820
18:48
D1, D2, D3.
D4, D5, D6.
D7, D8, D9.
D10, D11, D12.
C1, C2, C3.
C4, C5, C6.
C7, C8, C9.
C10, C11, C12.
 
1 hour later…
Xander Henderson
Xander Henderson
19:58
@user21820 Jeebus... I can't understand why C7 is still around. Completely contextless PSQ, yet it has survived multiple rounds of closure and deletion.
:\

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