
Preparing for Angle Proofs
Presentation
•
Mathematics
•
8th - 12th Grade
•
Medium
+1
Standards-aligned
Vicki Blasko
Used 24+ times
FREE Resource
5 Slides • 17 Questions
1
* Complementary & Supplementary Angles may or may not be adjacent
2
Linear Pair Postulate: If 2 angles are a linear pair, then they are supplementary
3
The measures of the two smaller adjacent angles add up to the largest angle measure.
4
Two lines are perpendicular if and only if they intersect to form one right angle.
5
Multiple Choice
Calculate m∠ABC.
45°
60°
105°
15°
6
Multiple Choice
What is the definition of supplementary angles?
Two angles that measure 180 degrees
A right angle
Two angles that measure 90 degrees
Two angles that have the same measure
7
Multiple Choice
What is the definition of complementary angles?
Two angles that have the same measure
A straight line that equals 180 degrees
Two angles that measure 90 degrees
Two angles that measure 180 degrees
8
Multiple Choice
∠1 and ∠2 are
vertical
adjacent
9
Multiple Choice
∠1 and ∠4 are
supplementary
complementary
10
Multiple Choice
∠1 and ∠2 are
complementary
supplementary
11
Multiple Choice
12
Multiple Choice
13
Multiple Choice
14
Multiple Choice
15
Multiple Choice
Def. of Right Angle
Angle Addition Postulate
Def. of Perpendicular
Def. of Supplementary Angles
16
Multiple Choice
Definition of Supplementary Angles
Angle Addition Postulate
Def. of Complimentary Angles
Vertical Angles Theorem
17
Multiple Choice
Congruent Supplements Theorem
Angle Addition Postulate
Def. of Complimentary Angles
Vertical Angles Theorem
18
Multiple Choice
Def. of Complimentary Angles
Linear Pair Postulate
Def. of Supplementary Angles
Def. of Congruence
19
Multiple Choice
Def. of Complimentary Angles
Linear Pair Postulat
Def. Of Congruence
Congruent Compliments Theorem
20
Multiple Choice
Vertical Angles Theorem
Angle Addition Postulate
Def. of Complimentary Angles
Compliment Theorem
21
Multiple Choice
Def. Of Supplementary Angles
Symmetrical Property
Reflexive Property
Def. of Congruent Angles
22
Please be sure to revisit any slides to review what you need to know to be successful with angle proofs.
Re-attempt the questions as many times as needed to ensure you know this content.
* Complementary & Supplementary Angles may or may not be adjacent
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