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How to determine point is Inside the Triangle?

HELP!PLEASE! what is the point that is equadistant to all vertices called?

  • WERE DEALING WITH CENTROIDS, ALTITUDES.PERPENDICULAR BISECTORS. so which is it? it says to determine the point that is equadistant to all three vertices in Triangle ABC. the details about the points i have but since i already have a question on finding the centroid which method do i use?

  • Answer:

    the point of intersection of the perpendicular bisectors of the three sides. It is called the circumcenter . a circle can be drawn with the circumcentre as the center and any of the vertices as radius

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the point of intersection of the perpendicular bisectors of the three sides. It is called the circumcenter . a circle can be drawn with the circumcentre as the center and any of the vertices as radius. I have no idea what it is but this is what I found on here, I copied and pasted it as I am thick. xx

yummyhen3

Its also the center of the transcribed circle. its the point of convergence from the perpendicular of each center point of each side of the triangle. so perpendicular to side AB perpendicular to side BC and perpendicular to side AC from the center point of those lines.

dubby

It is the point where all 3 of the angle's bisector lines meet. AKA, draw a line in each angle that cuts it in half and continues to the other side of the triangle. the point where all three lines meet is that point. i don't think it has a name.

Brent P

What uh ummm im still in highschool too advanced for me and I wasnt very good at geometry.

Shane

well.....

►TAY™◄

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