Notate line XY, ray MN, and segment BC.
Find the midpoint between the following end points.
(10,0) and (4,10)
M(7,5)
What type of relationships can you observe between ∠1 and ∠3>
Vertical Pair
Classify this polygon by the number of sides.

Heptagon
What is a 2-Dimensional surface that extends infinitely in all directions?
Plane
Name one point that is collinear to point C.

Point A or Point B
K is the midpoint on segment JL.
If JK = 4x and KL = 2x + 8 , find JL.
JL = 32
Provide me an example of 2 congruent angles that are complementary.
45o and 45o
Name this polygon by its vertices.

Pentagon ABCDE
What makes linear pairs different from supplemetary angles?
Linear pairs are both supplementary and adjacent.
Provide another name for plane P.
Plane DGF
Find HI when point H is (8,6) and point I is (3,-6)
HI = 13
If m∠DAC = 6x - 2, and m∠BAC = 2x + 22, find x.

x = 20
In order for a polygon to be concave, what must be true, geometrically?
At least one interior angle is greater than 180o
What does it mean for 3 points to be coplanar?
They exist on the same plane.
Notate the following sentence.
Angle 4 is congruent to angle 5.
∠4 ≅ ∠5
Find AB when point A is (9,-1) and point B is (3,3)
AB = 2√13
Find the measure of two complementary angles if the smaller angle is 12 less than the larger angle.
51o and 39o
Draw me 3 different types of non-polygons. (think about the definition of a polygon)
[see board]
What does a segment bisector do?
Splits a segment into two smaller, congruent segments.
Name the vertex and sides of ∠EFG.
Vertex is point F
Sides are ray FE and ray FG
The midpoint of segment CD is M(2,1). You have one endpoint A(-3,-1). Find the other.
B(7,3)
Solve for x and y.
x = 67
y = 40
Find the perimeter of a regular hexagon, given two side lengths 3x + 2 and 5x - 2.
P = 48
What does it mean for a polygon to be regular?
The polygon is both equilateral and equiangular.