Interior and Exterior
Parallelogram Properties
Solve for x
Coordinates and Constructions
Surprise
100
A regular polygon with an exterior angle measure of 18 degrees has how many sides?
20 sides
100
If the diagonals of a parallelogram are perpendicular, then the parallelogram is a _______
Rhombus and Square
100
The slope of the diagonal of a Rhombus is 3/5, what is the slope of the other diagonal?
-5/3
100
Find the coordinates of the midpoint of these two points.
Midpoint = (-1, 4)
100
Find x so that l ll m.
x=17
200
What is the measure of one interior angle and one exterior angle in a regular 15-gon?
Interior: 156 Degrees
Exterior: 24 Degrees
200
If a parallelogram is a __________, then its diagonals are congruent
Rectangle, Squares, and Isosceles Trapezoid
200
What is the value of X 
x=4
200
Find the intersection point of the diagonals in this rectangle?
(-0.5, 1)
200
Find x.
x=12
300
Find the measure of x. (It is an exterior angle shared by a hexagon and an octagon).
105 degrees
300
What makes a parallelogram different from a quadrilateral?
Opposite sides congruent and parallel
Opposite angles congruent
Consecutive angles supplementary
Diagonals bisect each other
300
Find the lengths of AC and BD in the rectangle.
x=11
AC=BD=40
300
Find the length of the diagonal AC.
7.81
300
The triangles are similar. Complete the similarity statement. How are they similar?
SAS, QLM
400
A convex hexagon has interior angles with measures (5x−103)°, (x)°, (2x+60)°, (7x−31)°, (6x−6)°, and (9x−100)°. What is the value of x?
What is 30°?
400
What are properties of a rhombus?
Has 4 congruent sides, the diagonals bisect interior angles, and the diagonals are perpendicular
400
What is the measure of angle Q in the isosceles trapezoid below?
98 degrees
400
What construction is this? What parallelogram might use this construction?
Angle Bisector- Rhombus
400
What is the measure of one interior angle of this regular hexagon?
120 degrees
500
In which regular polygon is the measure of each interior angle 156 degrees?
15-gon
500
If diagonals of a quadrilateral bisect each other, what kind of shape could it be?
Parallelogram, Rectangle, Square, Rhombus
500
Solve for angle V.
137 degrees
500
What quadrilateral would use a perpendicular bisector?
Rhombus and Square
500
Find y
y=51.6