

Supplementary & Complementary Angles
Presentation
•
Mathematics
•
10th Grade
•
Practice Problem
•
Hard
Standards-aligned

BRICKELLE BENSEL
Used 281+ times
FREE Resource
11 Slides • 4 Questions
1
Supplementary & Complementary Angles

2
Lets rewind to class last week and discuss how to name geometric figures...
Endpoint + point on ray
Line ↔
Any two points on the line
Line Segment xy
Point that begins + point that ends
3
RAY
AB
4
LINE SEGMENT
AB
5
LINE
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COMPLEMENTARY
two angles are complimentary when adding their measure of degree together equals 90.
7
SUPPLEMENTARY
two angles are supplementary angles when adding their measure of degree equals 180.
8
Multiple Choice
<ABC and <FAD are supplementary angles, and <ABC = 90 degrees, what is the measure for <FAD?
180
90
100
0
9
We know that these two angles are supplementary angles because added together they will equal 180 degrees (a straight line). To solve this equation, add both of these expressions together and set them equal to 180.
2x+3+x−6=180
3x=183
x=61
10
Once we solve for x, we can now substitute x in to find out the measure for each angle.
2(61) + 3 = 125
(61) - 6 = 55
The angle to the left is 125 degrees
The angle to the right is 55 degrees
Added together they equal 180 degrees
11
12
Multiple Select
Use the right angle on the previous slide to answer the following questions.
What is the solution for x?
What is the measure for the two angles shown?
x = 60
x = 30
x = 90
angles = 30 & 60 degrees
angles = 20 & 70 degrees
13
Use the image on the right to answer the following question on the next slide
14
Multiple Select
Identify which angles are obtuse angles
<DOB
<AOC
<COB
<DOA
15
Multiple Select
Using the same image, identify which angles have the same measure of degrees.
<DOB & <AOC
<BOC & <DOB
<AOC & <AOD
<DOA & <BOC
Supplementary & Complementary Angles

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