Material Detail

This course provides an in-depth study of the properties of algebraic, exponential and logarithmic functions as needed for calculus.  Emphasis is on using algebraic and graphical techniques for solving problems involving linear, quadratic, piece-wise defined, rational, polynomial, exponential, and logarithmic functions. 

The goal of this course is to offer a fundamental understanding of algebraic concepts which form an important component of an undergraduate education and to enhance the algebraic skills and knowledge necessary for upper-level mathematics courses and for courses in many other disciplines. The Department of Mathematics is offering Math 1111 College Algebra course designed around the Emporium Model. The underlying principle of this model is very simple:

 “Students learn math by doing math not by listening to someone talk about doing math.”

The students enrolled in Math 1111 spend one hour a week at a fixed time with their professor and then a minimum of three flexible hours a week in the Math Emporium lab which is staffed with professors and undergraduate learning assistants (ULA’s).

During the meeting at the fixed time, professors guide the students through their responsibilities, connect concepts, work examples, and point out common student misconceptions. In the Math Emporium lab, professors and ULA’s offer immediate and personalized help with math concepts. 

For this course we are using the free eBook: College Algebra, 3rd edition by Stitz and Zeager, supplemented with open educational resources, which can be accessed through this LibGuide. 

This will delete the comment from the database. This operation is not reversible. Are you sure you want to do it?

Thank you for reporting a broken "Go to Material" link in MERLOT to help us maintain a collection of valuable learning materials.

If you feel this material is inappropriate for the MERLOT Collection, please click SEND REPORT, and the MERLOT Team will investigate. Thank you!

You are being taken to the material on another site. This will open a new window.

Do not show me this again