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COURSE SYLLABI FOR MATHEMATICS
COURSE SYLLABI FOR MATHEMATICS
Math 0373 Course Syllabus  Elementary and Intermediate Algebra by Bittenger, Ellenbogen, and Johnson (Fourth Edition) 
Required Sections  Suggested Homework Exercises  
§6.1 Rational Expressions  §6.1  1 – 65 odd 
§6.2 Multiplication and Division  §6.2  11 – 67 odd 
§6.3 Addition, Subtraction, and Least Common Denominators  §6.3  1– 67 odd 
§6.4 Addition and Subtraction with Unlike Denominators  §6.4  1 – 65 odd, 85, 87 
§6.5 Complex Rational Expressions  §6.5  1 – 41 odd, 51, 52 
§6.6 Solving Rational Equations  §6.6  1 – 43 odd 
§6.7 Applications Using Rational Equations and Proportions  §6.7  1 – 35 odd, 41 57 odd, 65, 69, 77 
§7.1 Introduction to Functions  §7.1  1 – 53 odd 
§7.5 Formulas , Applications, and Variation  §7.5  11 – 39 odd 
§3.6 Slope Intercept Form  §3.6  7 – 77 odd, 91, 93, 95 
§3.7 PointSlope Form  §3.7  9 – 61 odd, 65, 69 – 75 odd 
§8.1 Systems of Equations in Two Variables  §8.1  9  35 odd, 41 – 53 odd, 68 
§8.2 Solving by Substitution or Elimination  §8.2  7 – 53 odd 
§8.3 Solving Applications: Systems of Two Equations  §8.3  1 – 37 odd, 45, 47 
§9.1 Interval Notation and Problem Solving  §9.1  11 – 31 odd, 41  51 odd, 55, 57 
§9.3 Absolute Value Equations and Inequalities  §9.3  9  53 odd 
§9.4 Inequalities in Two Variables  §9.4  7 – 47 odd 
§10.1 Radical Expressions and Functions  §10.1  9 – 29 odd, 39  87 odd, 107, 109, 111 
§10.2 Rational Numbers as Exponents  §10.2  9 – 97 odd 
§10.3 Multiplying Radical Expressions  §10.3  1 – 39 odd, 47 – 75 odd 
§10.4 Dividing Radical Expressions  §10.4  9 – 57 odd, 84 
§10.5 Expressions Containing Several Radical Terms  §10.5  7  57 odd, 61 – 69 odd 
§10.7 Geometric Applications  §10.7  7 – 47 odd, 61, 64 
Math 1314 Course Syllabus
Adopted “Spring 2004”
College Algebra by Lial, Hornsby, and Schneider (Ninth Edition
Textbook Sections  Suggested Homework  Exercises  
§1.3 P. 107  115  Complex Numbers  §1.3 P. 113  115  7  93 Odd 
§1.4 P. 115  125  Quadratic Equations  §1.4 P. 123  125  13  79 Odd 
§1.6 P. 136  146  Other Types of Equations  §1.6 P. 144  147  7  77 Odd 
§1.7 P. 146  160  Inequalities  §1.7 P. 156  160  1  91 Odd 
§1.8 P. 160  166  Absolute Value Equations and Inequalities  §1.8 P. 164  166  1  61 Odd 
§2.1 P. 182  196  Graphs of Equations  §2.1 P. 192  196  9  63 Odd 
§2.2 P. 197  213  Functions  §2.2 P. 209  213  5  77 Odd 
§2.3 P. 214  226  Linear Functions  §2.3 P. 221  226  1  67 Odd 
§2.4 P. 227  242  Equations of Lines; Curve Fitting  §2.4 P. 236  242  1  43 Odd 
§2.5 P. 242  252  Graphs of Basic Functions  §2.5 P. 249  252  1  41 Odd 
§2.7 P. 268  280  Function Operations and Composition  §2.7 P. 276  280  1  71 Odd 
§3.1 P. 294  313  Quadratic Functions and Models  §3.1 P. 303  313  1  37 Odd 
§4.1 P. 390  402  Inverse Functions  §4.1 P. 398  402  3  73 Odd 
§4.2 P. 402  418  Exponential Functions  §4.2 P. 414  418  1  61 Odd 
§4.3 P. 418  430  Logarithmic Functions {Exercises 3339 Optional}  §4.3 P. 427  430  1  71 Odd 
§4.4 P. 432  443  Evaluating Logarithms and the ChangeofBase Theorem  §4.4 P. 438  443  1121 & 35 47 
§4.5 P. 443  452  Exponential and Logarithmic Equations (Can Include 4.6) *  §4.5 P. 448  452  1  41 Odd 
§5.2 P. 491  502 
Matrix Solution of Linear Systems (Questions 4547 are Optional) 
§5.2 P. 498  502  135 & 4547 
§5.3 P. 503  514  Determinant Solution of Linear Systems  §5.3 P. 510  514  121 & 3541 & 61  83 
§5.5 P. 520  531  Nonlinear Systems of Equations  §5.5 P. 531  1 – 41 & 47  53 
§6.2 P. 592  602  Ellipses  §6.2 P. 600  602  1  39 Odd 
§6.3 P. 603  611  Hyperbolas  §6.3 P. 608  611  1  45 Odd 
Optional Exercises  
§1.5  Applications and Modeling with Quadratic Equations  (Optional) §1.5  
§2.6  Graphing Techniques  (Optional) §2.6 
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