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CC
Core Connections Algebra 1, 2013
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3. Section 10.3
1. Functions
p. 6-36
3 Subchapters
2. Linear Relationships
p. 47-85
4 Subchapters
3. Simplifying and Solving
p. 97-130
4 Subchapters
4. Systems of Equations
p. 146-185
4 Subchapters
5. Sequences
p. 199-237
4 Subchapters
6. Modeling Two-Variable Data
p. 249-298
3 Subchapters
7. Exponential Functions
p. 313-353
3 Subchapters
8. Quadratic Functions
p. 370-407
3 Subchapters
9. Solving Quadratics and Inequalities
p. 420-459
5 Subchapters
10. Solving Complex Equations
p. 474-515
4 Subchapters
11. Functions and Data
p. 526-569
4 Subchapters
Appendix: Representing Expressions
2 Subchapters
Start
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10.3.1. Intersection of Two Functions
p. 506-508
13 Solutions
107
p. 506
108
p. 506
109
p. 506
110
p. 506
111
p. 507
112
p. 507
113
p. 507
114
p. 507
115
p. 507
116
p. 508
117
p. 508
118
p. 508
119
p. 508
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10.3.2. Number of Parabola Intersections
p. 511-512
7 Solutions
124
p. 511
125
p. 511
126
p. 512
127
p. 512
128
p. 512
129
p. 512
130
p. 512
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10.3.3. Solving Quadratic and Absolute Value Inequalities
p. 514-515
6 Solutions
137
p. 514
138
p. 515
139
p. 515
140
p. 515
141
p. 515
142
p. 515
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Exercise
114
Page
507
Page
507
Hint & Answer
Solution
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10.3.1
Intersection of Two Functions
p.506-508
107
108
Intersection of Two Functions
109
(Page 506)
Intersection of Two Functions
110
(Page 506)
111
112
113
Intersection of Two Functions
114
(Page 507)
115
116
117
118
Intersection of Two Functions
119
(Page 508)
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10.3.2
Number of Parabola Intersections
p.511-512
Number of Parabola Intersections
124
(Page 511)
Number of Parabola Intersections
125
(Page 511)
126
Number of Parabola Intersections
127
(Page 512)
Number of Parabola Intersections
128
(Page 512)
Number of Parabola Intersections
129
(Page 512)
Number of Parabola Intersections
130
(Page 512)
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10.3.3
Solving Quadratic and Absolute Value Inequalities
p.514-515
Solving Quadratic and Absolute Value Inequalities
137
(Page 514)
138
Solving Quadratic and Absolute Value Inequalities
139
(Page 515)
140
Solving Quadratic and Absolute Value Inequalities
141
(Page 515)
Solving Quadratic and Absolute Value Inequalities
142
(Page 515)
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