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Let A, B, C be three points that do not lie on a line...

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Let A, B, C be three points that do not lie on a line... | marveloustriangles.blogspot.com Reviews
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I do not pretend to be original. The only thing I know is that I know nothing.
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1 let δp
2 perspective triangles
3 apollonius contact
4 excentral
5 extangents
6 feuerbach
7 incentral
8 symmedial
9 apollonius tangents
10 medial
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Let A, B, C be three points that do not lie on a line... | marveloustriangles.blogspot.com Reviews

https://marveloustriangles.blogspot.com

I do not pretend to be original. The only thing I know is that I know nothing.

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1

Let A, B, C be three points that do not lie on a line...: FEUERBACH-TANGENTS AND APOLLONIUS TRIANGLES

http://marveloustriangles.blogspot.com/2015/02/feuerbach-tangents-and-apollonius.html

Let A, B, C be three points that do not lie on a line. I do not pretend to be original. The only thing I know is that I know nothing. Thursday, February 19, 2015. FEUERBACH-TANGENTS AND APOLLONIUS TRIANGLES. FEUERBACH-TANGENTS AND APOLLONIUS TRIANGLES. Tangents circles of excircles of ΔABC are the nine-point-circle {N} and the Apollonius circle {Ap}. Be the triangle having vertices at the contact points of {Ap} and the excircles and ΔT. The triangle limited by the tangents to {Ap} at those points. On lin...

2

Let A, B, C be three points that do not lie on a line...: April 2014

http://marveloustriangles.blogspot.com/2014_04_01_archive.html

Let A, B, C be three points that do not lie on a line. I do not pretend to be original. The only thing I know is that I know nothing. Thursday, April 24, 2014. Let {cA} be the circle with center on (BC) and tangent to (AB) and (AC). {cA} cuts (BC) at Ab, Ac. Build Ba, Bc, Ca, Cb cyclically. Points Ab, Ac, Ba, Bc, Ca, Cb lie on an ellipse with center X(37). [03-13-2014]. If A'B'C' is the excentral triangle of ABC, then the Euler lines of triangles A'BC, B'CA and C'AB concur at X(100) [04-23-2014]. Let O b...

3

Let A, B, C be three points that do not lie on a line...: February 2015

http://marveloustriangles.blogspot.com/2015_02_01_archive.html

Let A, B, C be three points that do not lie on a line. I do not pretend to be original. The only thing I know is that I know nothing. Thursday, February 19, 2015. FEUERBACH-TANGENTS AND APOLLONIUS TRIANGLES. FEUERBACH-TANGENTS AND APOLLONIUS TRIANGLES. Tangents circles of excircles of ΔABC are the nine-point-circle {N} and the Apollonius circle {Ap}. Be the triangle having vertices at the contact points of {Ap} and the excircles and ΔT. The triangle limited by the tangents to {Ap} at those points. On lin...

4

Let A, B, C be three points that do not lie on a line...: August 2014

http://marveloustriangles.blogspot.com/2014_08_01_archive.html

Let A, B, C be three points that do not lie on a line. I do not pretend to be original. The only thing I know is that I know nothing. Tuesday, August 12, 2014. Let ABC be a triangle, {I. Its A-excircle, {I} its incircle and A’B’C’, A”B”C” its medial and orthic triangle, respectively. Let {a’} be the circle (not the NPC) through B’, C’ and tangent to {I. As done in X(5213). Build B. 2*a b c) 2/(a*(a b c) : -(a c) 2/(b*(a b-c) : -(a b) 2/(c*(a-b c). And ABC are perspective with perspector:. On lines (10,12...

5

Let A, B, C be three points that do not lie on a line...: January 2014

http://marveloustriangles.blogspot.com/2014_01_01_archive.html

Let A, B, C be three points that do not lie on a line. I do not pretend to be original. The only thing I know is that I know nothing. Wednesday, January 22, 2014. Let ΔA’B’C’ be a triangle T of a triangle ΔABC. The parallel line to (AB) through B’ cuts (BC) in Ab and the parallel line to (AB) through C’ cuts (BC) in Ac. Build Ba, Bc, Ca, Cb cyclically. The perpendicular bisectors of [AbAc], [BaBc] and [Ca,Cb] concur at a point Z(T) for some triangles T. The next table shows Z(T) for such triangles.

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Let A, B, C be three points that do not lie on a line...

Let A, B, C be three points that do not lie on a line. I do not pretend to be original. The only thing I know is that I know nothing. Thursday, February 19, 2015. FEUERBACH-TANGENTS AND APOLLONIUS TRIANGLES. FEUERBACH-TANGENTS AND APOLLONIUS TRIANGLES. Tangents circles of excircles of ΔABC are the nine-point-circle {N} and the Apollonius circle {Ap}. Be the triangle having vertices at the contact points of {Ap} and the excircles and ΔT. The triangle limited by the tangents to {Ap} at those points. On lin...

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