Geometry problems solving - my point of view
Persoane interesate
marți, 3 noiembrie 2026
Dong Le Minh, Geometria Super Top, General Problem https://www.facebook.com/photo?fbid=4529007597387287&set=gm.2405227280247627&idorvanity=830782544358783
luni, 2 noiembrie 2026
Nelson Tunala, problem by Murray Klamkin, IMO unused, Geometria Super Top, https://www.facebook.com/photo?fbid=27906999922275120&set=gm.2349159335854422&idorvanity=830782544358783
sâmbătă, 31 octombrie 2026
Own problem
Geometria Super Top, Huisheng Lee, Inspired by Luc Gheysens, https://www.facebook.com/photo?fbid=2417719965681495&set=gm.2415980632505625&idorvanity=830782544358783
vineri, 30 octombrie 2026
Training Geometry Olympiad, Huisheng Lee, inspired by Luc Gheysens, https://www.facebook.com/photo/?fbid=2414635589323266&set=gm.1775123357081303&idorvanity=293155508611436
Training Geometry Olympiad, Huisheng Lee, inspired by Luc Gheysens, https://www.facebook.com/photo?fbid=2416679315785560&set=gm.1777075326886106&idorvanity=293155508611436
joi, 29 octombrie 2026
Training Geometry Olympiad, Huisheng Lee, inspired by Luc Gheysens, https://www.facebook.com/photo/?fbid=2413645532755605&set=gm.1774156283844677&idorvanity=293155508611436
Postări mai vechi
Pagina de pornire
Abonați-vă la:
Postări (Atom)
Dong Le Minh, Geometria Super Top, General Problem https://www.facebook.com/photo?fbid=4529007597387287&set=gm.2405227280247627&idorvanity=830782544358783
Problem, lost source
A problem with lost source again!
Math.stackexchange, https://math.stackexchange.com/questions/1128917/prove-that-the-circumcenter-of-triangle-piq-is-on-the-hypotenuse-ac?rq=1