

Algebra Prep 2 – 2
nd
8 weeks
ASC 92 Algebra Prep 2 (2 semester credits)
Course Description:
This course is a continuation of Algebra Prep I as a beginning level
algebra course. Topics covered include fundamental operations, linear graphing, functions,
exponents, polynomials, factoring and systems of equations. This class does not satisfy
college graduation requirements for math.
Prerequisite(s):
none
Harmo
ny Richman:
harmony.richman@vcsu.eduPhone
: 701- 845-7685Office
Location : McFarland 134Course Website
:
http://www.mrsrichmanprep.weebly.com
Textbook
:
Beginning and Intermediate Algebra by
Tobey, Slater, Blair, and Crawford 4
th
edition.
Class Schedule:
Monday
Tuesday
Wednesday
Thursday
Friday
Office Hours
:
Monday, Tuesday, Wednesday and Friday
7:30 AM – 7:50 AM and 1:00PM – 1:50PM and by
appoint.
Course Requirements:
Learning algebra is an investment of time. Algebra is learned best
by practice, reflect, and practice some more. Understanding the steps in the topic
explanations and video presentations is a good start. However, to truly know the material,
you should be able to look at a problem, know how to proceed, and carry out the steps
without assistance. There are multiple attempts in completing the homework which helps
to provide opportunities for you to get to that point. It is expected to invest a minimum of
2 hours per semester credit hours outside of the classroom. Students are expected to be
active learners in the classroom activities which helps enhance the students learning
experience. Learning will take place utilizing the following; in-class activities,
supplemental instruction provided by the instructor; project; daily lesson homework, and
tests/exams. Homework will be completed using pencil/paper.
Course Objectives/Student Outcomes:
The students will be able to:
•
Demonstrate an understanding of terms and rules used in algebra.
•
Utilize the rules of exponents to simplify exponential expressions.
•
Utilize problem solving strategies to solve problems.
•
Perform the basic algebraic operations with polynomials.
•
Factor using greatest common factor, factor by grouping and factor
trinomials of the form
2
+ +