Math 334 - Ordinary Differential Equations - Fall 2020

Class Information

Instructor: Tuan Pham
Class meetings:
  • Section 1: TTh 12:30 - 1:45 PM at JKB 3108.
  • Section 2: TTh 5:00 - 6:15 PM at JKB 3108.
    [Syllabus]
    Section 1: [Learning Suite]   [Gradescope]
    Section 2: [Learning Suite]   [Gradescope]

    • Office Hours

    MWF 11:30 - 1:00 PM and TTh 2:00 - 3:30 PM on Zoom. The information to join Zoom office hours is as follows:
    Join Zoom Meeting
    https://byu.zoom.us/j/4429506864?pwd=bXAwWUVIWFlzSzdzdVVMSG9QTHYxdz09
    Meeting ID: 442 950 6864
    Password: 12345
    Dial by your location
    +1 253 215 8782 US (Tacoma)
    +1 346 248 7799 US (Houston)
    +1 669 900 6833 US (San Jose)
    +1 301 715 8592 US (Germantown)
    +1 312 626 6799 US (Chicago)
    +1 646 558 8656 US (New York)

    Assignments

  • The schedule of written homework is here. Homework is to be submitted on Gradescope.

    • Lecture notes

  • Lecture 28 (Dec 10):
    Video of Sec. 1, passcode: ^3rLw4^b
    Video of Sec. 2, passcode: WZ=7^5mQ
  • Lecture 27 (Dec 8):
    Video of Sec. 1, passcode: pb^stK9N
    Video of Sec. 2, passcode: xvm6@p!B
  • Lecture 26 (Dec 3):
    Video of Sec. 1, passcode: S^U7+tib
    Video of Sec. 2, passcode: 8#5RbMx%
  • Lecture 25 (Dec 1):
    Video of Sec. 1, passcode: ?C07hfu1
    Video of Sec. 2, passcode: c9RjrBZ!
  • Lecture 24 (Nov 19):
    Video of Sec. 1, passcode: n6uuu?=p
    Video of Sec. 2, passcode: D*zTX1z5
  • Lecture 23 (Nov 17):
    Video of Sec. 1, passcode: R&xvN#=7
    Video of Sec. 2, passcode: =u@Rh%96
  • Lecture 22 (Nov 12):
    Video of Sec. 1, passcode: BBBk5SG&
    Video of Sec. 2, passcode: d6pKHjx$
  • Lecture 21 (Nov 10):
    Video of Sec. 1, passcode: =V&sQf2Q
    Video of Sec. 2, passcode: 8ty^d4Li
  • Lecture 20 (Nov 5):
    Video of Sec. 1, passcode: $#m7Jt8s
    Video of Sec. 2, passcode: R#7TrSsg
    Extra instructions, passcode: 6HXP^2dj
  • Lecture 19 (Nov 3):
    Video of Sec. 1, passcode: =jeD6yD4
    Video of Sec. 2, passcode: e03AOt$W
    Extra instructions, passcode: 9N@uieBy
  • Lecture 18 (Oct 29):
    Video of Sec. 1, passcode: d%St4?jM
    Video of Sec. 2, passcode: 5M!HJ1?n
    Extra instructions, passcode: K*yMBCG9
  • Lecture 17 (Oct 27):
    Video of Sec. 1, passcode: 4?V*YAf6
    Video of Sec. 2, passcode: *h9N.L@6
  • Lecture 16 (Oct 22):
    Video of Sec. 1, passcode: %w@T@5HA
    Video of Sec. 2, passcode: 7#YOfAK1
  • Lecture 15 (Oct 20):
    Video of Sec. 1, passcode: kC4W@tb?
    Video of Sec. 2, passcode: P$H%?t3s
  • Lecture 14 (Oct 15):
    Video of Sec. 1, passcode: 8F@$jO%S
    Video of Sec. 2, passcode: g1s#fSR+
  • Lecture 13 (Oct 13):
    Video of Sec. 1, passcode: D21!4Awf
    Video of Sec. 2, passcode: *Z$S0!*%
  • Lecture 12 (Oct 8):
    Video of Sec. 1, passcode: j4h.pvAt
    Video of Sec. 2, passcode: b#L4yC3@
  • Lecture 11 (Oct 6):
    Video of Sec. 1, passcode: vup6#Pw.
    Video of Sec. 2, passcode: qKt7K0^g
  • Lecture 10 (Oct 1):
    Video of Sec. 1, passcode: SR@K9tD3
    Video of Sec. 2, passcode: B%pY1@*!
  • Lecture 9 (Sep 29):
    Video of Sec. 1, passcode: 64VQU.@j
    Video of Sec. 2, passcode: ZVdyZp1^
  • Lecture 8 (Sep 24):
    Video of Sec. 1, passcode: A8F*gh@A
    Video of Sec. 2, passcode: Q1#CY?gM
  • Lecture 7 (Sep 22):
    Video of Sec. 1, passcode: !2T8jDRk
    Video of Sec. 2, passcode: .e?PY*U9
  • Lecture 6 (Sep 17):
    Video of Sec. 1, passcode: lXL3L6!P
    Video of Sec. 2, passcode: g#1?=NGe
  • Lecture 5 (Sep 15):
    Video of Sec. 1, passcode: D5m%?Erh
    Video of Sec. 2, passcode: 7Yshx@%6
  • Lecture 4 (Sep 10):
    Video of Sec. 1, passcode: ^Y13W5Fa
    Video of Sec. 2, passcode: u8WjR&14
  • Lecture 3 (Sep 8):
    Video of Sec. 1, passcode: D2Li@cK3
    Video of Sec. 2, passcode: &My0=&4h
  • Lecture 2 (Sep 3): what we can infer from an ODE; direction field method.
    Video of Sec. 1, passcode: eenA$!2Q
    Video of Sec. 2, passcode: j+40X.Nt
  • Lecture 1 (Sep 1): introduction.
    Video of Sec. 1, passcode: Z9F&GPf=
    Video of Sec. 2, passcode: ht4iXw?6

    • Remarks before / after class

  • Some review problems (with answer keys) for Final exam.
  • Solution to Midterm II.
  • Some review problems (with answer keys) for Midterm II.
  • Solution to Midterm I.
  • Some further practice problems for Midterm 1: first order ODE, and second order ODE.
  • Some review problems for Midterm I.
  • Video lectures on Differential Equations by Prof. Gilbert Strang.
  • How to access Mathematica. Practice drawing direction fields.
  • Recordings of lecture proceedings can be found in Learning Suite. They will not be posted here due to privacy reasons.

    • Links

    Department of Mathematics
    Mathematics Labroom (for help or tutoring service)
    Discuss with your classmates on Piazza
    This page was last modified on Saturday, December 12, 2020