AUSTIN COMMUNITY COLLEGE

Mathematics

Dr. Nancy C. Miller

Professor


Instructor Information:

Course Information:

Online courses require successful students about 12 hours every week for a 16 week course and about 16 hours each week for a 12 week course. Be sure you have time to study if you enroll in distance learning courses.

New MyMathLab software and new texts will be used for fall 2009 in ACC mathematics distance learning. We will be using the same book as the regular classroom course starting this fall (though it is a new edition, so you won't be able to use older books) along with the MyMathLab software. You are required to buy the software (available online or in the ACC Bookstore), while buying a printed copy of the book is optional (you can read it all online). There are online videos and explanations, online homework and quizzes, as well as written homework on paper from the text book that you must send in, along with 4 tests and the comprehensive final exam (which must be taken in one of the ACC Testing Centers). Please go to the ACC Math Department's Prerequisite Review Sheets and work through the one for the algebra course you want to take. See the Math Advising page for more information on this.

  • ON-LINE MATD 0370 Elementary Algebra using MyMathLab software and Bittinger, Ellenbogen Elementary Algebra, Concepts & Applications 8th edition
  • ON-LINE MATD 0390 Intermediate Algebra using MyMathLab software and Sullivan, Struve Intermediate Algebra 2nd edition
  • MATD 0370 –Elementary Algebra regular class
  • MATD 0390 - Intermediate Algebra
  • MATD 0370 - - Elementary Algebra-Combined with Intm. Algebra
  • MATD 0290 - Intermediate Algebra-Combined with Ele. Algebra
  • MATH 1314 College Algebra
  • MATH 1316 - Trigonometry
  • MATH 1350 - Math for Teacher Certification I
  • MATH 1351 - Math for Teacher Certification II
  • MATH 1332 – College Mathematics
  • MATD 0330Basic Mathematics Skills

 

ACC Mathematics Information:

Presentation materials:

Model Student Learning Journal

Motivation Theories for Developmental Mathematics

 


Last Updated August, 2009
Copyright © 2008, Austin Community College
Send comments or questions to nmiller@austincc.edu.

 
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