Homework #1. Due Tuesday, Jan. 16 
Problems 1a, 2, 5, 7, 13, 14
in problems_1.1.pdf 
Solutions to
problems 115 in 1.1. 
Homework #2 Due Thursday, Jan. 25 
16, 18 in problems_1.1.pdf
1, 2, 3, 4 in problems_1.2.pdf 
Solutions to all problems in
1.1. Solutions to problems 18 in 1.2. 
Homework #3 For practice only, not collected 
1, 2, 3, 4, 5, 6 in in problems_1.3.pdf 
Solutions to problems in 1.3. 
Homework #4 Due Tuesday, Feb. 13 
1, 3, 4, 5, 6, 7 in problems_2.1.pdf 1 in problems_2.2.pdf 
Solutions to problems in 2.1. 
Homework #5 Due Tuesday, March 13 
1, 2, 3, 4 in problems_2.3.pdf 4, 5, 7, 9 in problems_3.1.pdf 
Solutions to problems in 2.3. Solutions to problems in 3.1. 
Homework #6 For practice only, not collected 
1, 2ab, 3 in problems_3.2.pdf 1, 3, 8, 9 in problems_3.3.pdf 1, 2, 3, 4, 5 in problems_4.1.pdf 1, 2 in problems_4.2.pdf 
Solutions to problems_in_3.2 Solutions to problems_in_3.3 Solutions to problems_in_4.1 Solutions to problems in_4.2 
Homework #7 Due Thursday, April 5 
1 in problems_3.4.pdf
(First find the complex coefficients, then
convert complex exponentials into sin and cos to get
the real Fourier series.) 1 in problems_4.3.pdf 2, 3, 5 in problems_4.6.pdf 
Solutions to problems_in_3.4 Solutions to problems_in_4.3 Solutions to problems_in_4.6 
Jan 4 lecture, octave 

Jan 9 lecture, octave 
Jan 11 lecture, octave 
Jan 16 lecture, octave 
Jan 18 lecture, octave 
Jan 23 lecture, Quiz #1 
Jan 25 lecture 
Jan 30 lecture 
Feb 1 lecture, Quiz #2 
Feb 6 lecture 
Feb 8 lecture 
Feb 13 lecture 
Feb 15 Midterm 
Feb 27 lecture 
Mar 1 lecture, octave 
Mar 6 lecture 
Mar 8 lecture, octave 
Mar 13 lecture 
Mar 15 lecture, Quiz#3 
Mar 20 lecture 
Mar 22 lecture, octave 
Mar 27 lecture 
Mar 29 lecture, Quiz#4 
Apr 3 lecture 
Apr 5 lecture 