When  MWF 1:302:20 
Where  University (UNIV) 103 
Text 
An Introduction to Real Analysis
(4th Edition)
by Bartle and Sherbert

Syllabus  Course policies and content 
Professor
Office  Math 744 
Office Phone  4941958

Email  catlind@purdue.edu 
Office Hours 
Tues 11:3012:30 
 Wed 2:303:30

 Thurs 11:3012:30 
 or by appointment

Exams
Exam 1
Day: Monday February 19
Time: 8:00pm to 9:30pm
Room: LILY G126
Exam 1 covers Lecture 1 through Lecture 16
(sections 1.1 through 4.1)
Review Materials:
Review Fall 2017
Review Fall 2016
Exam 1 Fall 2017
Exam 1 Fall 2016
Exam 1 Spring 2017
Exam 1 Solutions Fall 2017
Exam 1 Solutions Fall 2016
Exam 1 Solutions Spring 2017
Exam 2
Day: Thursday April 5
Time: 8:00pm to 9:30pm
Room: LILY G126
UPDATE
Exam 2 covers
Lecture 17 through Lecture 28
(sections 4.2 through 6.3)
Review Materials:
Some exam problems from previous semesters
cover material outside of sections 4.2 through 6.3.
The problems to ignore are marked for each exam.
Exam 2 Fall 2017
Exam 2 Fall 2016
(ignore problem 1)
Exam 2 Spring 2017
(ignore problems 6,7,8,10)
Exam 2 Review Fall 2017
Accomodations for Students with Disabilities
In this course, accommodations are managed between the
instructor, student, and DRC Testing Center.
Students should see
this instructor outside class hours as soon as possible 
before or after class or during office hours  to discuss
necessary accommodations.

Refresh your browser before clicking on a Lecture.
Lectures are always available online on the day of class.
There will be a quiz every Monday
except for the first class and during exam weeks.
You will get 4 out of 10 points for attending the Monday lecture,
taking the quiz, and turning it in.


Mon  0108 
Lecture 1
(section 1.1)
Sets and Functions

Wed  0110 
Lecture 2
(section 1.2)
Mathematical Induction

Fri  0112 
Lecture 3
(section 1.3)
Finite & Infinite Sets

Wed  0117 
Lecture 4
(section 2.1)
Properties of the Real Numbers

Fri  0119 
Lecture 5
(section 2.2)
Absolute Value

Mon  0122 
Lecture 6
(section 2.3) +
Quiz1
Completeness Property

Wed  0124 
Lecture 7
(section 2.4)
Applications of Supremum Property

Fri  0126 
Lecture 8
(section 2.5)
Intervals

Mon  0129 
Lecture 9
(section 3.1) +
Quiz2
Sequences

Wed  0131 
Lecture 10
(section 3.2)
Limit Theorems

Fri  0202 
Lecture 11
(section 3.3)
Monotone Sequences

Mon  0205 
Lecture 12
(section 3.4) +
Quiz3
BolzanoWeierstrass Theorem

Wed  0207 
Lecture 13
(section 3.5)
The Cauchy Criterion

Fri  0209 
Lecture 14
(section 3.6)
Properly Divergent Sequences

Mon  0212 
Lecture 15
(section 3.7) +
Quiz4
Infinite Series

Wed  0214 
Lecture 16
(section 4.1)
Limits of Functions



Fri  0216 
Exam 1 Review
Exam 1 Study Guide

Mon  0219 
Exam 1 Review (cont')



Mon  0219 
Exam 1
Time 8:00pm9:30pm
Location: LILY G126

Wed  0221 
No Class

Fri  0223 
Lecture 17
(section 4.2)
Limit Theorems for Functions

Mon  0226 
Lecture 18
(section 4.3, 5.1) +
Quiz 5
Infinite Limits, Continuous Functions

Wed  0228 
Lecture 19
(section 5.2)
Comb. of Continuous Functions

Fri  0302 
Lecture 20
(section 5.3)
Cont Functions on Intervals

Mon  0305 
Exam 1 Discussion
Solutions Exam 1 +
Quiz 6

Wed  0307 
Lecture 21
Continuity of the Square Root

Fri  0309 
Lecture 22
Present solutions of assorted problems

Mon Fri 

0312 to 0316 Spring Break

Mon  0319 
Lecture 23
(section 5.4)
Uniform Continuity

Wed  0321 
Lecture 24
(sections 5.6, 6.1)
Monetone & Inverse Functions + Derivative

Fri  0323 
Lecture 25
(section 6.2) +
Quiz 7
Quiz is on Friday this week
Mean Value Theorem

Mon  0326 
Lecture 26
(section 6.2)
Mean Value Theorem UPDATED

Wed  0328 
Lecture 27
(section 6.3)
L'Hospital's Rule (I)

Fri  0330 
Lecture 28
(section 6.3) +
Quiz 8
Quiz is on Friday this week
L'Hospital's Rule (II)



Mon  0402 
Exam 2 Review
(refresh browser before clicking on study guide link)
Exam 2 Study Guide

Wed  0404 
Exam 2 Review (cont')



Thu  0405 
Exam 2
Time 8:00pm9:30pm
Location: LILY G126

Fri  0406 
No Class



Mon  0409 
Lecture 29
(section 6.4)
Taylor's Theorem (I)

Wed  0411 
Lecture 30
(section 7.2 adapted)
The Darboux Integral (I)

Fri  0413 
Lecture 31
(section 7.4 adapted)
The Darboux Integral (II)

Mon  0416 
Lecture 32
(section 7.3)
The Fundamental Theorem of Calculus (I)

Wed  0418 
Lecture 33
Fundamental Theorem of Calculus (II)
+ Complex Numbers

Fri  0420 
Lecture 34 No Quiz
The Fundamental Theorem of Algebra



Mon Fri 

0423 to 0427
Review for Final Exam






Homework is generally due on Fridays, and will
be graded and returned on the following Wednesday. See the course
syllabus for policies regarding homework.
Problems are from the course textbook. In the assignemts below, the section number from the text is listed first, followed by the page numbers and problem numbers.
To make it easier for the grader, staple your homework pages together.
Homework for sections covered by Exam 1
Homework #1:
Due Friday 01122018
(1.1) pages 1011: #2, #5a, #14, #16, #24
(1.2) pages 1516: #1, #6, #10, #15, #18

Homework #2:
Due Friday 01192018
(1.3) page 22: #5, #10, #11c
(2.1) pages 3031: #2, #6, #9, #15, #18

Homework #3:
Due Friday 01262018
(2.2) pages 3536: #1, #6, #9a, #18a
(2.3) pages 3940: #1, #3, #4, #5a, #5b, #7

Homework #4:
Due Friday 02022018
UPDATED
(2.4) pages 4446: #1,#3, #4, #14, #18, #19
(2.5) pages 5253: #7, #8, #16, #17
(3.1) page 62: #6c, #6d, #8, #12, #16, #18
(3.2) pages 6970: #4, #6b, #6d, #7, #12

Homework #5:
Due Friday 02092018
(3.3) page 77: #1, #3, #7, #11, #12
(3.4) page 84: #7b, #7d, #9, #12
(3.5) page 91: #5, #8, #9

 Homework #6:
Due Friday 02162018
(3.6) pages 9394: #1, #3, #4c, #4d, #10
(3.7) page 101: #6, #11, #12, #13
(4.1) page 110: #7, #11, #15

Homework for sections covered by Exam 2
Homework #7:
Due Friday 03022018
UPDATED
(4.2) page 116: #3, #5, #9, #10
(4.3) page 123: #5g, #5h, #9, #11
(5.1) page 129: #6, #7, #11, #12

Homework #8:
UPDATED DUE DATE
Due Monday 03192018
(5.2) pages 133134: #3, #4, #7, #8, #15
(5.3) pages 140141: #1, #4, #13, #17, #19

Homework #9:
Due Friday 03232018
(5.4) pages 148149: #2, #3, #5, #9, #11
(5.6) page 160: #1, #4, #5, #12

Homework #10:
Due Friday 03302017
(6.1) page 171: #2, #4, #7, #9, #16
(6.2) pages 179180: #6, #11, #13, #15, #17
(6.3) page 187: #3, #6, #7, #8b, #8c

Final set of homework problems
 Homework #11:
Due Friday 04132017
(6.3) page 188: #9a, #9b, #10a, #10c
(6.4) pages 196: #2, #6, #8

Homework #12:
Due Wednesday 04252017
NOTE Wednesday Due Date
(6.4) page 197: #9, #14
(7.4) page 233: #3, #7a, #8, #12, #13, #14a, #15
(7.2) pages 215216: #8, #9, #16
(7.3) page 224: #11, #14





