Math 1010-3: Intermediate Algebra
TH 6:00-7:20 p.m., WEB 2230
Instructor: Noelle Conforti

Office Hours: Wednesdays and Fridays 4:00 p.m. - 5:00 p.m. (LCB 318)
Tuesdays 1:00 p.m. -2:00 p.m. (math tutoring center), 5:35ish p.m. - 5:55 p.m. and 7:20 p.m. - 7:45 p.m. (WEB 2230)
Thursdays 5:10 p.m. - 5:55 p.m.
(group session for homework and other questions) and 7:20 p.m. - 7:45 p.m. (WEB 2230)
I am also available by appointment any time
my schedule is clear
Syllabus

Course Schedule

Grades

Notes:

Exams (these dates will NOT change):
Exam 1: Thursday, February 7 (Chapters 1-3) (Review Guide) (Review Questions) (Review Answers)
Exam 2: Thursday, March 13 (Chapters 4-6.5) (Review Guide) (Review Questions) (Review Answers)
Exam 3: Thursday, April 17 (6.6, Chapters 7-8) (Review Guide) (Review Questions) (Review Answers)
Comprehensive Final (Chapters 1-8): Tuesday, April 29, 6:00 - 8:00 p.m., WEB 2230
(
Review Guide) (Review Questions) (Review Answers)

Some useful study tools from another Math 1010 instructor, Kelly MacArthur:
A list of the equation solving strategies we have learned is available
here.
Some questions from past Math 1010 finals are available
here. Please read my disclaimer at the top!

Quizzes (these dates will NOT change):
Quiz 0: Thursday, January 10 (Key)
Quiz 1: Thursday, January 17 (Key)
Quiz 2: Thursday, January 24 (Key)
Quiz 3: Thursday, January 31 (Key)
Quiz 4: Thursday, February 14 (Key)
Quiz 5: Thursday, February 21 (Key)
Quiz 6: Thursday, February 28 (
Key)
Quiz 7: Thursday, March 6 (
Key)
Quiz 8: Thursday, March 27 (
Key)
Quiz 9: Thursday, April 3 (
Key)
Quiz 10: Thursday, April 10 (
Key)

*If you were not in class to pick up a graded quiz, you can pick up old quizzes at my LCB 318 office hours and on exam review days.


Suggested Homework Problems:

Chapter 1: Fundamentals of Algebra

Chapter 2: Linear Equations and Inequalities

Chapter 3: Graphs and Functions

Chapter 4: Systems of Equations and Inequalities

Chapter 5: Polynomials and Factoring

Chapter 6: Rational Expressions, Equations, and Functions

Chapter 7: Radicals and Complex Numbers

Chapter 8: Quadratic Equations, Functions, and Inequalities