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Syllabus for Basic Concepts of Mathematics II
SECTIONS  TOPICS  SUGGESTED EXERCISES 
CHAPTER 7 Rational Expressions (10 hours)  
7.1  Simplifying Rational Expressions  p. 577,578,579/165 odd 
7.2  Multiplication and Division of Rational Expressions  p. 589,590/141 odd 
7.3  Addition and Subtraction of Rational Expressions  p. 603,604,605/149 odd 
7.4  Complex Fractions  p. 610,611,612/151 odd 
7.5  Solving Rational Equations  p. 627,628,629/1 69 odd 
CHAPTER 8 Systems of Linear Equations and Inequalities (2 hours)  
8.5  Graphing Linear Inequalities in Two Variables  p. 714,715/123 odd 
CHAPTER 9 Graphical Solutions (4 hours)  
9.3  Solving Absolute Value Equations Graphically  p. 765,766,767/135 odd 
9.4  Solving Absolute Value Inequalities Graphically and Algebraically 
p. 778,779/127 odd 
CHAPTER 10 Radicals and Exponents (12 hours)  
10.1  Roots and Radicals  p. 795,796/153 odd,75,81,and 82 
10.2  Simplifying Radical Expressions  p. 805,806/177 odd 
10.3  Operations on Radical Expressions  p. 817,818/183 odd 
10.4  Solving Radical Equations  p. 825,826/165 odd 
10.5  Rational Exponents  p. 835,836/187 odd 
10.6  Complex Numbers  p. 845,846/179 odd 
Chapter 11 Quadratic Functions (6 hours)  
11.1  Solving Quadratic Equations by Completing the Square  p. 866, 867/1 – 61 odd 
11.2  The Quadratic Formula  p. 879,880,881/177 odd 
11.3  Solving Quadratic Equations by Graphing  p. 897, 898, 899/1 49 odd 
Chapter 12 Conic Sections (6 hours)  
12.2  The Circle  p. 933,934,935/1 43 odd 
Chapter 13 Exponential and Logarithmic Functions (8 hours)  
13.2  Exponential Functions  p. 980,981/1 47 odd 
13.3  Logarithmic Functions  p. 992,993/173 odd 
The Trigonometric Ratios (4 hours), pp. 55 – 62  p. 63,64,65,67,68/1 55 odd,7593 odd 
Applying Right Triangles (4 hours), pp. 82 – 90  p. 92, 93,94,95/151 odd 
The Trigonometric Functions and Cartesian Coordinates (6 hours), pp. 119 – 131 
p. 115,116,117/185 odd 
Circles and Radian Measure (4 hours), pp. 150 – 159  p. 160,161/177 odd 
The Unit Circle and the Trigonometric Functions (6 hours), pp. 176 – 186 
p. 187,188,189/175 odd 
Graphing the Trigonometric Functions (6
hours), pp. 204 – 210 (Explore graphs of the type y = A sinx, y = A cosx only) 
p. 214,215/131 odd 
Trigonometric Identities (2 hours), pp. 233 – 240  p. 242,243/125 odd, 39  67 odd 
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