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Syllabus for College Algebra

Objective:
To develop students' problem solving skills using techniques of algebra through numeric , analytic, graphical,
and symbolic approaches . Emphasis is placed on development of skills in applying algebraic techniques,
critical thinking, working in teams, using graphing calculator s , and communicating effectively both orally and
in writing.

Intended for:
Students other than mathematics , physics, and chemistry majors interested in improving their algebraic and
problem-solving skills in preparation for taking courses in statistics or applied calculus; or for students seeking
a quantitative course in general education.

Prerequisite:
High school Algebra I and II.

Text:
“College Algebra Through Functions and Models,” by Herriott; Thomson Brooks/Cole Publishing, 2005.

Calculator:
A TI 83+, or an equivalent graphing calculator, is required.

Topics Weeks
Review
Review of algebraic fundamentals, applications
1.5
Linear Equations
Linear functions & graphs, formulating and solving linear equations
1.5
Systems of Linear Equations
Methods for solving systems of linear equations, applications
1.5
Functions and Models
Functional notation, graphs and functions, equations and functions
2.0
Exponents & Logarithms
Exponential functions , the logarithm function
1.5
Exp onential and Power Functions
Finding exponential relationships in data, solving exponential equations, finding power functional relationships in data
2.0
Polynomial Equations
Quadratic functions , higher- order polynomial function
2.0
Tests, Review, or Optional Topics
Goodness of fit criteria, modeling with statistics and applications
2.0

EVALUATION

Graded written assignments and quizzes 25% - 35%
Two or Three Tests 50%
Final Examination 15% - 25%

Clear descriptions of thought processes, evidence of critical thinking, and effective communication must be demonstrated in
written work.

Free tutoring is available for this course in the Spring and Fall semesters.

NOTE:
Once a student has received credit, including transfer credit, for a course, credit may not be received for any course with
material that is equivalent to it or is a prerequisite for it.
 

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