Circumcenter Incenter

Circumcenter and Incenter of a triangle. Circumcenter and Incenter Theorems

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People & Blogs

Tags:

• Circumcenter
• Incenter
• perpendicular
• bisectors
• angle
• of
• triangle
• points
• concurrency

[dangarbo10]

Yes, you are right. If you are given three cities, then the point that is equidistant from those cities would be the circumcenter of the triangle formed by the three cities. If you get stuck on this problem tomorrow let me know :) Good luck!

[dangarbo10]

Well... there are infinitely many points that are equidistant from Chicago. If you consider Chicago to be the center of a circle then all the points on the circle (of some specified radius) are equidistant from Chicago. Could you perhaps post the question directly? - I am not sure how this question relates to the centers of triangles...

[alvarezsulema]

Wow! greatt job!! really helpfull!.....

[godstorm5]

Lol I can see the Enthusiasm in your eyes, very excited about math

[HeyYouPMme]

Thank you!

[beetlespade]

Thanks, this video was really helpful!

[emogothgirl3]

that helped a ton with the video thx

[1996supernikhil]

I like this video a lot you explained very very good. This is a great video. Keep it up

[gotyourSrixOn]

Thank you so much! now I totally understand the circumcenter and incenter

[jhamonkey]

thank uuu very much. explained it way better than my teacher

[geraldsy]

Dude,thanks a lot. i am studying this right now,but a while ago,i dont effin understand about his part of triangles.but thanks to you,i learned a lot!!! thanks a lot dude.i am studying for the first day of class.hahaha i can't afford other students to beat me in math.hahaha :))

[flame19941]

thanks its nice to have these kinds of vids cause you just saved me a zero from a project i missed cause i was sik and had a 4 day weekend. great job.

[MandHvideos]

lmfao. i wish i was this pumped up about geometry.