Review Perpendicular and Angle bisectors in Triangles

Is perpendicular to a leg of a triangle

Passes through the midpoint of that leg

Is equidistant from the endpoints of that leg

the point where the perpendicular bisectors intersect

is equidistant from each vertex

the center of a circle that can be drawn around the triangle so each vertex lies on the circle

is inside the triangle (acute), outside the triangle (obtuse), on triangle (right)

bisects one angle of a triangle

any point on the angle bisector equidistant from two sides of the triangle (measuring perpendicularly)

the point where the angle bisectors intersect

is equidistant from each SIDE (measuring perpendicularly)

the center of the biggest circle that can be drawn inside the circle

is always INSIDE the circle