point where the median meets
centroid
the centroid is _____ of the way from the vertex to the sides
2/3
where all the perependicular ends meet
circumcenter
the circumcenter in ____ from the veticies where all the ___________ meet
equidistant perpendicular?
a circle if each of its sided is tagent to each other
circumscribed about
3 or more lines that intersect in one point
concurrent
point where all angle bisectors meet
incenter of a triangle
an incenter of a triangle is __________ from the ______- of the triangle
equidistant; Sides
verticies line on a circle
inscribed in
a line segment drawn from any vertex of the triangle to the midpoint of the opposite side
median of a triangle
segment joining the midpoint
midsegment
the point where the altitudes meet
orthocenter of a triangle
where the lines intersect
point of a concurrency
2 points are the same distance from a 3rd point when they are equidistant from the 3 point
equidistant
where the lines meet
verticies
if a segment joins the midpoints of 2 sides of a triangle it is___________ to the third side
parallel
the perpendicular bisectors of a triangle are concurrent at a point is equidistant from the __________ of the triangle
vertex
is a point in the interior of an angle is ____________ from the sides of a triangle, then the point is on the ________________
equidistant; angle bisector
the distance from a point to a line is the legnth of the ___________ segment from the point to the line
perpendicular
a point on the erpendicular bisector of a segment is ____________- from the endpoints of the segment
equidistant