Parallel Lines/Transversal
Triangle Theorems
Polygons
Quadrilaterals
100

Name all angles congruent to <2 and name their relationship
What is 4 (Vertical), 6 (Corresponding), 8 (Alternate Exterior)?
100

Find Angle BAC
What is 36?
100
Find the sum of the interior angles of an octagon.
What is interior sum = 180(8-2) = 1080?
100
State if the following are true or false about all parallelograms.
A) Diagonal intersect at 90 degree angles
B) Consecutive angles add to 180 degrees
C) Opposite angles are congruent
What is True, False, True?
200

If angle 6 is 62 then what is angle 3?
What is 118?
200

Find the value of x given that the triangle is isosceles.
What is x = 5?
200
How many sides does a regular polygon have with interior angles that sum to 1440?
What is 10? (Decagon)
200
Which quadrilaterals have diagonals that form perpendicular bisectors?
What are Rhombus and Square?
300

Find <8 and the value of x.
What is <8 = 105 and x = 9?
300

The above picture is a perpendicular bisector. If Angle A = 46 find Angle ACB.
What is Angle ACB = 88?
300

Find Angle A.
What is 60? (The triangle is equilateral so all angles are the same and add to 180)
300

Find x and angle B
What are x = 22 and Angle B = 100 ?
400

Find angle C.
What is 53? (Reason: Q = 29 because it is vertical, P = 53 because the triangle needs to add to 180 (53 + 29 +98) and C is an alternate interior with P which is 53.)
400

Copy the image onto graph paper and find the circumcenter? (If you don't know the definition look it up in your notes)
What is (.5,2)? (It is where the perpendicular bisectors of all three sides meet)
400

If AB = 5x+2, what is the perimeter?
What is 15x + 6?