1. Perpendicular and angle bisectors
5.1

2. A _____________________is any segment that intersects a segment at its midpoint.

3. When the segment bisector is perpendicular to
a segment at its midpoint, we call the bisector
a _______________ bisector.

4. When a point is the same distance from two or more
objects, the point is said to be _____________ from
the objects. Triangle congruence theorems can be
used to prove theorems about equidistant points.

6. A ___________ is a set of points that satisfies a given condition
A ___________ is a set of points that satisfies a given condition. The perpendicular bisector of a segment can be defined as the locus of points in a plane that are equidistant from the endpoints of the segment.

7. What can you conclude about
NX and NY? AX and AY?
BX and BY?

8. Is C on the perpendicular bisector?

9. Find the measure.
Given that DE = 20.8, DG = 36.4, and EG =36.4, find EF.

10. Find each measure. BC

11. Find the following: VT SR
What can you conclude about point U?

13. A point is on the bisector of an
angle if and only if it is equidistant
from the two sides.

14. Find the measure. BC

15. Find the measure.
mEFH, given that mEFG = 50°.

16. Find mMKL.