Let ABC be a triangle and P,P* two isogonal conjugate points. Denote: Ra, Rb, Rc = the parallels to AP,BP,CP through P*, resp. Which is the locus of P suchxpolakis
Let ABC be a triangle, P a point and A'B'C' the pedal triangle of P. Denote: Ab, Ac = the orthogonal projections of A' on AC,AB, resp. O1, H1, N1 = the O, H, Nxpolakis
... Let PaPbPc the antipedal triangle of P. Which is the locus of P such that the parallels to Ra,Rb,Rc through Pa, Pb, Pc, resp. are concurrent? The wholexpolakis
Continued in ANOPOLIS List :
- Dec 22, 1999
- This is a restricted group.
- Attachments are permitted.
- Members cannot hide email address.
- Listed in Yahoo Groups directory.
- Membership requires approval.
- Messages are not moderated.
- All members can post messages.