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CC
Core Connections Integrated II, 2015
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2. Section 7.2
1. Exploring Algebraic and Geometric Relationships
p. 8-60
4 Subchapters
2. Justification and Similarity
p. 75-132
4 Subchapters
3. Probability and Trigonometry
p. 148-196
3 Subchapters
4. Factoring and More Trigonometry
p. 213-247
3 Subchapters
5. Quadratic Functions
p. 261-310
3 Subchapters
6. More Right Triangles
p. 324-360
3 Subchapters
7. Proof and Conditional Probability
p. 376-417
3 Subchapters
8. Polygons and Circles
p. 433-473
5 Subchapters
9. Modeling with Functions
p. 484-534
5 Subchapters
10. Circles and More
p. 549-589
3 Subchapters
11. Solids
p. 601-629
3 Subchapters
12. Counting and Closure
p. 647-699
3 Subchapters
Start
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7.2.1. Conditional Probability and Independence
p. 401-402
7 Solutions
72
p. 401
73
p. 401
74
p. 402
75
p. 402
76
p. 402
77
p. 402
78
p. 402
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7.2.2. More Conditional Probability
p. 406-409
14 Solutions
84
p. 406
85
p. 407
86
p. 407
87
p. 407
88
p. 407
89
p. 407
90
p. 408
91
p. 408
92
p. 408
93
p. 409
94
p. 409
95
p. 409
96
p. 409
97
p. 409
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7.2.3. Applications of Probability
p. 415-417
14 Solutions
107
p. 415
108
p. 415
109
p. 415
110
p. 415
111
p. 416
112
p. 416
113
p. 416
114
p. 416
115
p. 416
116
p. 417
117
p. 417
118
p. 417
119
p. 417
120
p. 417
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Exercise
116
Page
417
Page
417
Hint & Answer
Solution
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Consider the Exterior Angles Theorem.
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D
Practice makes perfect
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Progress overview
Examining the diagram, we notice that ∠ ABD is exterior angle to ∠ ABC. Using the Exterior Angles Theorem, we know that the measure of ∠ ABD equals the sum of the triangle's non-adjacent angles.
∠ ABD=∠ A+∠ C
SubstituteII
∠ A= 74^(∘), ∠ C= 79^(∘)
∠ ABD= 74^(∘)+ 79^(∘)
AddTerms
Add terms
∠ ABD=153^(∘)
Therefore,
D
is the correct option.
Key Features of Quadratic Functions
Level 1 exercises - Key Features of Quadratic Functions
Level 2 exercises - Key Features of Quadratic Functions
Level 3 exercises - Key Features of Quadratic Functions
Subchapter links
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7.2.1
Conditional Probability and Independence
p.401-402
72
Conditional Probability and Independence
73
(Page 401)
Conditional Probability and Independence
74
(Page 402)
Conditional Probability and Independence
75
(Page 402)
Conditional Probability and Independence
76
(Page 402)
Conditional Probability and Independence
77
(Page 402)
Conditional Probability and Independence
78
(Page 402)
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7.2.2
More Conditional Probability
p.406-409
More Conditional Probability
84
(Page 406)
More Conditional Probability
85
(Page 407)
More Conditional Probability
86
(Page 407)
87
More Conditional Probability
88
(Page 407)
89
More Conditional Probability
90
(Page 408)
More Conditional Probability
91
(Page 408)
More Conditional Probability
92
(Page 408)
More Conditional Probability
93
(Page 409)
More Conditional Probability
94
(Page 409)
95
More Conditional Probability
96
(Page 409)
More Conditional Probability
97
(Page 409)
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7.2.3
Applications of Probability
p.415-417
Applications of Probability
107
(Page 415)
Applications of Probability
108
(Page 415)
Applications of Probability
109
(Page 415)
Applications of Probability
110
(Page 415)
111
112
Applications of Probability
113
(Page 416)
Applications of Probability
114
(Page 416)
Applications of Probability
115
(Page 416)
Applications of Probability
116
(Page 417)
117
118
119
Applications of Probability
120
(Page 417)
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