An object that has one endpoint and goes to infinity in the other direction.
A ray
Find the midpoint between C(4,1) and D(6,-5).
M(5,-2)
Find the distance between A(-3,7) and B(2,7).
5
What is the length of DF?
DF=58
What is the symbol for congruency

Find the perimeter.

22.4 m
An object that cuts a segment in half. As a result it creates two congruent segments.
A bisector
Find the midpoint between A(-3,7) and E(-2,-4).
M(-2.5,1.5)
Find the distance between and B(0,-5) and E(0,-4).
1
What is the length of GH?
GH=15
Solve for x.
x=5
Find the area.

29.92 m2
A point at the end of a segment/ray.
An endpoint
Find the midpoint between R(1,2) and T(-1,-2).
M(0,0)
Find the distance between A(0,-1) and B(2,4).
sqrt(29)
Solve for Segment RQ.

Full points for Segment RQ.
m\overline{RQ}=32
Solve for Segment MT.
Full points for Segment MT.
m\overline{MT}=13
Find the perimeter.

12 units
3 or more points that are in the same plane, but are not in a line.
Coplanar points
Find the missing endpoint Z given the midpoint M(4,1) and endpoint Y(1,-3).
Z(7,5)
Find the distance between and B(0,-5) and E(-2,-4).
sqrt5
Solve for x.
Full points for x.
x=8
Point M is the Midpoint. Solve for JK when JM = 6x-7 and MK = 2x+1
Full Points for JK.
m\overline{JK}=10
Find the perimeter. Round to the hundreths.

8.49 units
A point that is a bisector.
A midpoint
Find the missing endpoint S given the midpoint M(-3,0) and endpoint P(-3,10).
S(-3,-10)
Find the distance between A(-3,7) and B(0,-5).
sqrt153
Find the length of KL.
Full points for Segment KL.
m\overline{KL}=33
Create three congruency statements based on the diagram.

BGcongEI
CIcongAF
FGcongJI
Find the exact area.

4 units2