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Linear Pairs are
 
Supplementary
 
Complementary
 
Linear Pairs
 
Vertical Angles
Angles that add up to 180 degrees are?
 
Supplementary
 
Complementary
 
Linear Pairs
 
Vertical Angles
Angles that add up to 90 degrees are?
 
Complementary
 
Supplementary
 
Linear Pairs
 
Vertical Angles
What Property would you use to solve this this problem: x = 2, 2x + 8 = 16, so 2(2) + 8 = 16
 
Substitutio
 
Addition Property
 
Subtraction Property
 
Multiplication Property
What Property would you use to solve the following problem: 7x = 21
 
Division Property
 
Addition Property
 
Subtraction Property
 
Multiplication Property
What Property would you use to solve the following problem: -8 + c = 10
 
Addition Property
 
Subtraction Property
 
Division Property
 
Multiplication Property
What Property would you use to solve the following problem: x + 2 = 6
 
Subtraction Property
 
Addition Property
 
Division Property
 
Multiplication Property
This is an example of what property
 
Transitive
 
Symmetric
 
Reflexive
 
Substitution
This is an example of what property
 
Reflexive
 
Transitive
 
Symmetric
 
Substitution
This is an example of what property
 
Transitive
 
Symmetric
 
Reflexive
 
Substitution
Is this statement True or False? Angle GFH is a complementary angle
 
True
 
False
Is this statement True or False? Angle ACB and Angle ACD make a linear pair
 
True
 
False
Which statement can you assume to be true
 
Line AC and Line FH are the same line
 
Line AH and Line BD make a right angle
 
Angle ABC and Angle EFG are supplementary
Which statement can you assume to be true
 
All the points are coplanar
 
Points A, C, and I are collinear
 
Point I is not coplanar with the rest of the points
Which statement can you assume to be true
 
Line AH and Line EG are perpendicular
 
Line EG and Line BD are parellel
 
Line BD and line EG are perpendicular
The statement “If ∠G ≅ ∠H, then ∠H ≅ ∠G” is true because of what property?
 
Symmetric Property
 
Reflexive Property
 
Transitive Property
 
Angle Addition Postulate
The statement “If BC = XY and XY = 8, then BC = 8” is true because of what property?
 
Transitive Property
 
Reflexive Property
 
Symmetric Property
 
Addition Property of Equality
The statement “If x = y, then 3x = 3y” is true because of what property?
 
Multiplication POE
 
Substitution POE
 
Subtraction POE
 
Addition POE
The statement “The measure of an angle is equal to itself” is true because of what property?
 
Reflexive Property
 
Symmetric Property
 
Transitive Property
 
Addition Property of Equality
State the postulate illustrated by the diagram.
 
Line Intersection Postulate
 
Line-Point Postulate
 
Plane-Point Postulate
 
Two Point Postulate
A plane contains at least _______ noncollinear points.
 
3
 
1
 
2
 
4
If two planes intersect, their intersection is a _______.
 
Line
 
Point
 
Plane
 
Right Angle
Determine which postulate is illustrated by the statement. m∠DAC = m∠DAE + m∠EAB
 
Angle Addition Postulate
 
Definition of Supplementary Angles
 
Definition of Vertical Angles
 
Segment Addition Postulate
Determine which postulate is illustrated by the statement. AB + BC = AC
 
Segment Addition Postulate
 
Angle Addition Postulate
 
Line-Point Postulate
 
Two Point Postulate
Decide which statement CANNOT be assumed to be true.
 
Point M is the midpoint of line segment FH
 
∠JMF and ∠FMG are supplementary
 
∠JMH and ∠HMG are a linear pair
 
∠JMF and ∠HMG are vertical angles
 x = y; If y = 9, then x = 9
 
Substitution Propertty
 
Transitive Property
 
Symmetric Property
 
Reflexive Property
Sam earned A's on his first 6 geometry tests, so he concludes he always will is an example of
 
Inductive Reasoning
 
Deductive Reasoning
W = W    is an example of
 
Reflexive Property
 
Substitution Propertty
 
Transitive Property
 
Symmetric Property
If 5x = 25, then x = 5  is an example of
 
Deductive Reasoning
 
Inductive Reasoning
Find the measure of <y
 
108
 
72
 
18
 
252
Find the measure of <x
 
72
 
18
 
108
 
252
Find the measure of <7.
 
63
 
117
 
27
 
243
Name the property of equality that the statement illustrates
 
Symmetric Property
 
Transitive Property
 
Reflexive Property
 
Additive Inverse
Give a reason for the last statement in the proof
 
Congruent Supplements Theorem
 
Congruent Complements Theorem
 
Vertical Angles Congruence Theorem
 
Linear Pair Postulate
Give the reason for the last statement in the proof.
 
Congruent Complements Thoerem
 
Congruent Supplements Theorem
 
Vertical Angle Congruence Thoerem
 
Linear Pair Postulate
What is the Reason for [3]
 
Subtraction Property of Equality
 
Substitution Property
What is the Reason for [2]
 
Definition of Supplementary Angles
 
Definition of Complementary Angles
 
Angle Addition Postulate
What is the Statement for [1]
 
m<1 = 135
 
m<2 = 135
 
m<1 = 45
 
m<2 = 45
If m<2 = 40, then what is m<1 ?
 
50
 
80
 
70
 
60
Name the Property:  AB + BC = AC
 
Segment Addition Property
 
Transitive Property
 
Substitution Property
 
Angle Addition Property
Name the postulate described: Through points A and B, there is exactly one line l.
 
Two Point postulate
 
Line-Point Postulate
 
Plane-Point Postulate
 
Plane-Line Postulate
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