Bisectors of a Triangle

Pvt.Welch

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Joined
Feb 25, 2006
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4
I need help in this subject.

I do get what the point of concurrency is, but I need some help on how to tell where that point is. What you're supposed to do in order to find that point of concurrency on a acute, right, and obtuse triangle. All three please, please tell me how to find it on those three trianlges.

Thank you for the help!
 
Denis said:
You trying to scare us with your rifle?
Nah. It's got an air-cooled barrel; it'll overheat. Now if it'd had a water-cooled barrel....

Eliz.
 
I do get what the point of concurrency is, but I need some help on how to tell where that point is. What you're supposed to do in order to find that point of concurrency on a acute, right, and obtuse triangle. All three please, please tell me how to find it on those three trianlges.

In any given triangle:

The centroid is te point of concurrency of the three medians.

The orthocenter is the point of concurrency of the three altitudes.

The incenter is the point of concurrency of the three angle bisectors and the center of the inscribed circle touching all three sides.

The circumcenter is the point of concurrency of the perpendicular bisectors of the three sides and the center of the circumscribed circle that touches all three vertices.
 
Denis said:
You trying to scare us with your rifle? :(

No Its Just a Signature I made for me, plus I made another one because I'm a good artist in PhotoShop
 
Denis said:
What does PVT stand for? Present Value Theorem :?:

You're Joking Right?

Pvt. = Private as, IN THE ARMY! (Private... is the first rank in the Military, please tell me you knew that?)
 
Yes, I was joking; I knew that PVT is really TV Programs backward :roll:
 
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