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 Point-Slope 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 33-39 Optional}	§4.3 P. 427 - 430	1 - 71 Odd
§4.4 P. 432 - 443	Evaluating Logarithms and the Change-of-Base Theorem	§4.4 P. 438 - 443	11-21 & 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 45-47 are Optional)	§5.2 P. 498 - 502	1-35 & 45-47
§5.3 P. 503 - 514	Determinant Solution of Linear Systems	§5.3 P. 510 - 514	1-21 & 35-41 & 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