Times & Places 
Lectures are in Skiles 254 on Mondays and Wednesdays from 4:35  5:55pm. 
 Office hours are scheduled for Tuesday from 3:30  4:30 and Friday from 1:30  2:30 in Skiles 211B.
(Meeting at other times is possible by appointment.) 
 
Announcements 
Information about Permits and Waitlists. 
 Some "fine print" regarding this course and
Math 2406:
Successful completion Math 4803HEH will replace Math 2406 as the
prerequisite for
Math 4107,
Math 4317,
and
Math 4150.
Together with
Math 4305,
Math 4803HEH will serve as a prerequisite
for
Math 4347.
Math 4803HEH can be substituted for Math 2406 in the
BS MATH curriculum.
Math 4803HEH can be substituted for Math 2406 in the
BS DMTH curriculum.
Students will not receive graduation credit for both Math 4803HEH
and Math 2406.
Math 4803HEH does not count as an upper level Math Elective
course in the BS MATH curriculum.
For any further questions, concerns, or clarifications, please contact the School of Mathematics' Director of Advising and Assessment. 
 Handouts from January 7th: Course Syllabus and
The Secrets of Student Success. 
 No office hours on Friday, Jan 18th. 
 Exam 1 will be on Wednesday, Jan 30th. 
 Exam 2 will be on Wednesday, Feb 270th. 
 No office hours on Tuesday, March 5th. 
 Office hours on Friday, March 8th will be from 12  1pm, instead of the usual 1:30  2:30. 
 Office hours on Friday, March 15th will be from 12  1pm, instead of the usual 1:30  2:30. 
 Exam 3 will be on Wednesday, April 3rd. 
 
 
Homework 
Homework 0, due on Wednesday, Jan 9th. 
 Homework 1, due on Wednesday, Jan 16th. 
 Homework 2, due on Wednesday, Jan 23rd. 
 Homework 3, due on Wednesday, Feb 13th. 
 Homework 4, due on Wednesday, Feb 20th. 
 Homework 5, due on Wednesday, March 13th. 
 Homework 6, due on Wednesday, March 27th. 
 Homework 7, due on Wednesday, April 17th. (REVISED Homework 7 without typos.) 
 Homework 8, due on Wednesday, April 24th. 
 
Practice Problems 
From the textbook (solutions for odd problems are in the back of the book): 

Week  Date  Topics  Sections  Practice problems  ICA  Comments 
1  Jan 7  Basic logic  2.1  2.6  pg 57  65: 2.8, 2.10, 2.12, 2.14, 2.16, 2.22.  ICA 1  
 Jan 9   2.7  2.9  pg 57  65: 2.2, 2.36.  ICA 2  Review 1.1 1.3 if needed. 
2  Jan 14  Quantification  2.10  pg 57  65: 2.40, 2.42, 2.46, 2.48.  ICA 3  
 Jan 16  Proof forms  3.2, 3.3, 4.1, 5.2, 5.3.  pg 83  86: 3.7, 3.9, 3.13. pg 124  127: 5.25, 5.27.  ICA 4  
3  Jan 21      MLK Day! 
 Jan 23  Sets  4.4, 4.5, 4.6.  pg 101  106: 4.27, 4.29, 4.31, 4.33, 4.35, 4.37, 4.39.  ICA 5  Review 1.4 1.6 if needed. 
4  Jan 28  Review     
 Jan 30  Exam     
5  Feb 4  Relations  8.1, 8.2, (8.3, 8.4)  Work through all ICA problems for practice.  ICA 6  Review Chapt. 1 as needed. 
 Feb 6   8.3, 8.4    
6  Feb 11  Functions  9.1, 9.3  9.5  Work through all ICA problems for practice.  ICA 7  
 Feb 13   9.2, 9.6    
7  Feb 18  Functions cont.     Solutions to InClass HW 4 Problems 
 Feb 20  Partial Orders  Partial Orders  Work through all ICA problems for practice.  ICA 8  Lexicographic order will not be emphasized. 
8  Feb 25  Posets cont.   Work through all ICA problems for practice.  ICA 9  
 Feb 27  Exam     
9  Mar 4  Groups  13.1, 13.2, 13.3, 13.6  pg 317 319: 13.1, 13.2 (Which are groups? Abelian?), 13.4  13.9, 13.11  13.13.  ICA 10  Review 8.6 and 9.7 as needed. 
 Mar 6    Work through all ICA 10 and 11 problems for practice.  ICA 11  
10  Mar 11  Groups cont.  13.5, 13.6  pg 319  320: 13.22, 13.31, 13.33.  ICA 12  
 Mar 13    Work through all ICA 12 and 13 problems for practice.  ICA 13  
11  Mar 18  N/A     Spring break! 
 Mar 20      
12  Mar 25  Induction  6.1, 6.2, 6.4  Work through all ICA 14 problems for practice.  ICA 14  
 Mar 27    Work through all ICA 15 problems for practice.  ICA 15  
13  Apr 1  Review     
 Apr 3  Exam     
14  Apr 8  Properties of real numbers    ICA 16  
 Apr 10  Limits of sequences   12.1   
15  Apr 15  Limits of sequences cont.    ICA 17  
 Apr 17      
16  Apr 22     ICA 18  
 Apr 24  Review of limits     

 
Links 
Check your grades on TSquare. 
 Students are expected to follow the Georgia Tech Academic Honor Code and Student Code of Conduct. 
 
Additional Resources 
Instructions for Obtaining LaTeX. 