Posted by **Desmond** on Tuesday, November 30, 2010 at 8:22pm.

How do you prove that the sum of distances to a point from the interior of an equilateral triangle is equal to the height of a triangle, therefore it is invariant and that a parrallelogram's angular bisectors from a rectangle.

## Answer This Question

## Related Questions

- math - in an equilateral triangle ABC,O is any point in the interior of the ...
- geometry - how can we prove that an exterior angle of a triangle has measure ...
- geometry - Theres a circle with an equilateral triangle in the middle. The ...
- Geometry - Can anybody help me with this word problem? A homeowner, who loves ...
- geometry - Open that link please please help me with my assignments 1. in the ...
- Geometry - In an equilateral triangle, what is the difference between the sum of...
- GEOMETRY URGENT PLEASE - (imageshack)(.)us(/)photo (/) my-images (/)42(/)2vja. ...
- geometry PLEASE - imageshack(.)(us)/photo/my-images/42/2vja.jpg/ Open that link ...
- GEOMETRY - Here are the figures. file:///C:/Users/ALIZAJOY/Pictures/Untitled....
- geometry - (imageshack)123 (.)us(/)photo 123 (/) my-images 123 (/)42(/) 123 ...

More Related Questions