Media Summary: Link: What is the sum of the red and blue angles (soon to appear)? Why does this sum ... Triangle incircle phenomenon: How can we prove the segments congruent (at the end)? Source: Antonio Gutierrez. In the problem, a ∆ ABC is given in such a way that D is the mid-point of AC and Ang. CAB = Ang.DBC = x. Ang. BDA = 45°.

Gogeometry Action 20 - Detailed Analysis & Overview

Link: What is the sum of the red and blue angles (soon to appear)? Why does this sum ... Triangle incircle phenomenon: How can we prove the segments congruent (at the end)? Source: Antonio Gutierrez. In the problem, a ∆ ABC is given in such a way that D is the mid-point of AC and Ang. CAB = Ang.DBC = x. Ang. BDA = 45°. How can we formally prove the two pink angles (at the end) are ALWAYS CONGRUENT? GeoGebra resource link: ... What is the measure of the pink angle? How can we prove this true (without seeing the "green triangle" hint)? GeoGebra ... How can we formally prove THIS true (for ANY triangle)? GeoGebra Link:

GeoGebra Resource Link: Inspired by Antonio Gutierrez (

Photo Gallery

GoGeometry Action 20!
GoGeometry Action 110!
GoGeometry Action 101!
Blanchet Action = GoGeometry Action 118!
GoGeometry Action 160!
GoGeometry Action 19!
GoGeometry Action 37!
Difficult Geometry Problem |Go Geometry site | Elementary Geometry Method | Similarity |Circumcircle
GoGeometry Action 172!
GoGeometry Action 171!
GoGeometry Action 47!
GoGeometry Action 155!
View Detailed Profile
GoGeometry Action 20!

GoGeometry Action 20!

Link: https://www.geogebra.org/m/X8gyjuTq What is the sum of the red and blue angles (soon to appear)? Why does this sum ...

GoGeometry Action 110!

GoGeometry Action 110!

Link: https://www.geogebra.org/m/g5u2pKpp.

GoGeometry Action 101!

GoGeometry Action 101!

Triangle incircle phenomenon: How can we prove the segments congruent (at the end)? Source: Antonio Gutierrez.

Blanchet Action = GoGeometry Action 118!

Blanchet Action = GoGeometry Action 118!

Link: https://www.geogebra.org/m/UrGBj5MK.

GoGeometry Action 160!

GoGeometry Action 160!

Link: https://www.geogebra.org/m/wbxvs6sp.

GoGeometry Action 19!

GoGeometry Action 19!

Link: https://www.geogebra.org/m/gyxxxxug.

GoGeometry Action 37!

GoGeometry Action 37!

Link: https://www.geogebra.org/tbrzezinski.

Difficult Geometry Problem |Go Geometry site | Elementary Geometry Method | Similarity |Circumcircle

Difficult Geometry Problem |Go Geometry site | Elementary Geometry Method | Similarity |Circumcircle

In the problem, a ∆ ABC is given in such a way that D is the mid-point of AC and Ang. CAB = Ang.DBC = x. Ang. BDA = 45°.

GoGeometry Action 172!

GoGeometry Action 172!

GeoGebra Resource: https://www.geogebra.org/m/mgbwpybq.

GoGeometry Action 171!

GoGeometry Action 171!

How can we formally prove the two pink angles (at the end) are ALWAYS CONGRUENT? GeoGebra resource link: ...

GoGeometry Action 47!

GoGeometry Action 47!

Link: https://www.geogebra.org/m/FVPbSXet.

GoGeometry Action 155!

GoGeometry Action 155!

Link: https://www.geogebra.org/m/dQGGD4Pf.

GoGeometry Action 170!

GoGeometry Action 170!

What is the measure of the pink angle? How can we prove this true (without seeing the "green triangle" hint)? GeoGebra ...

GoGeometry Action 123!

GoGeometry Action 123!

Link: https://www.geogebra.org/m/YZNsuM5f.

GoGeometry Action 11!

GoGeometry Action 11!

Link: https://www.geogebra.org/m/VzQavFWt.

GoGeometry Action 2!

GoGeometry Action 2!

How can we formally prove THIS true (for ANY triangle)? GeoGebra Link: https://www.geogebra.org/m/BQjfCt7S.

More Nonagon Wonders (GoGeometry Action 176!)

More Nonagon Wonders (GoGeometry Action 176!)

GeoGebra Resource Link: https://www.geogebra.org/m/wuxs8d67 Inspired by Antonio Gutierrez (

GoGeometry Action 113!

GoGeometry Action 113!

Link: https://www.geogebra.org/m/s7cTafy3.