Naming Geometric Figures
Angle Relationships
Triangle Sum Theorem
Parallel Lines and Transversals
100
Name this geometric figure.
RAY
100
What is the relationship between ∠PQR and ∠RQS?
Find m∠PQR.
Complementary Angles
m∠PQR = 20
100
The Triangle Sum Theorem says that the three interior angles of a triangle add up to ________ degrees.
180
100
In this diagram, ∠PLB and ∠QMD are ...
Same-Side Exterior Angles
200
Name this angle in FOUR different ways!
∠1, ∠Q, ∠RQS, and ∠SQR
200
What is the relationship between the two angles in this diagram?
VERTICAL ANGLES
200
Find the missing angle in the triangle below.
28 degrees
200
m∠ALM =
m∠ALM = 60 degrees
CORRESPONDING ANGLES
300
Which angle number is ∠MPO?
∠1
300
Set up an equation that could be used to solve for n in this diagram.
2n+3n-5=90
300
Set up an equation that could be used to solve for x in this diagram.
Then solve the equation.
2x+12+9x-20+56=180
x=36
300
Complete the sentence and solve for y:
The angles in this diagram are _________________ angles, so they are ______________.
y = ___
The angles in this diagram are alternate exterior angles, so they are congruent.
y = 27
400
∠MKL and ∠LKM
400
Find the value of x.
x = 35
400
Find m∠C.
m∠C = 95 degrees
400
Complete the sentence and solve for x:
The angles in this diagram are _________________ angles, so they are ______________.
x = ___
The angles in this diagram are same side interior angles, so they are supplementary.
x = 15
500
Name this geometric object.
PLANE
500
Find m∠KJL.
m∠KJL = 120
500
Use the Exterior Angle Theorem to solve for x.
x = 7
500
Solve for x AND y.
x = 23
y = 137