MATH 324 : Spring 2018 : Section 1
Description:  This course is about learning how to write proper mathematics within the context of real analysis: properties of the real numbers, sequences, functions, limits, continuity, differentiation, the Riemann integral, and Taylor's theorem 

Meetings:  MWF 1:302:20, Sturges 223  
Instructor:  Cesar Aguilar, South 325A  
Office Hours:  Mon 3:004:00, Tue 1:002:00, Thu 1:002:00  
README:  Course Syllabus  
Final Exam:  Tuesday, May 8, 2018, 12:002:30 in STU 223 
Week  Dates  Sections  Topics  Homework  Notes  Comments 

1  Jan 15Jan 19  1.11.2  functions, induction  notes 1  Writing Math  
2  Jan 22Jan 26  1.3  countability  HW 1  Jan 22:Add/Drop  
3  Jan 29Feb 02  2.12.2  ℜeal numbers  HW 2  notes 2  Test 1 Review 
4  Feb 05Feb 09  2.32.4  sup & inf  HW 3  Feb 09:Test 1  
5  Feb 12Feb 16  3.1  sequences  HW 4  notes 3  
6  Feb 19Feb 23  3.2  limit theorems  
7  Feb 26Mar 02  3.33.4  monotone, BolzanoWeierstrass  HW 5  
8  Mar 05Mar 09  3.53.6  Cauchy sequences, divergence  HW 6  Test 2 Review  Mar 09:Test 2 
∄  Mar 12Mar 16  N/A  SPRING BREAK  
9  Mar 19Mar 23  3.7, 9.1  series, convergence  HW 7  
10  Mar 26Mar 30  4.14.2  limits of ƒ(x)'s  HW 8  notes 4  
11  Apr 02Apr 06  5.15.2  continuity of ƒ(x)'s  HW 9  notes 5  Apr 2:Withdraw Ends 
12  Apr 09Apr 13  5.35.4  continuity on [a,b]  HW 10  Test 3 Review  Apr 13:Test 3 
13  Apr 16Apr 20  6.16.2  differentiation, Mean Value Thm  HW 11  notes 6  Apr 17:GREAT Day 
14  Apr 23Apr 27  6.4  Taylor's Thm and applications  
15  Apr 30May 04  7.17.2  Riemann integral  notes 7  May 1:Last Day 