Welcome to Math 2924: Diff and Integrable Calculus II, this Fall 2022! For the most up-to-date content, please refresh the page at each visit!
List of lecture notes:
- Ch 6: 6.1; 6.2; 6.3; 6.4; 6.6; 6.8.
- Ch 7: 7.1; 7.2; 7.3; 7.4; 7.5; 7.8.
- Ch 11: 11.1; 11.2; convergence def notes11.2convergence.pdf; 11.3; 11.4; 11.5; 11.6; 11.7; 11.8; 11.9; 11.10;
- Ch 10: 10.1; 10.2; 10.3; 10.4.
- Ch 12: 12.1; 12.2; 12.3; 12.4.
- Khan Academy unit which includes all of Chapter 11: khanacademy.org/math/calculus-2/cs2-series. This semester, we are not covering the topics “Alternating series error bound”, “Lagrange error bound”, and formal proof videos (at the end of Khan Academy)
Review Chapter 10 and 12:
Tentative Course Schedule
Week 16 (Nov 6-9) – Current week
- Fri: Review for final exam
- Wed, Thurs: Review for final exam using Exam 2 and 3 from other instructors (posted on Canvas)
- Tue: Using cross product to compute area of a parallelogram (last part of Sec 12.4) + review using Exam 1 from other instructors (posted on Canvas)
Week 15 (Nov 29-Dec 2)
- Fri: Quiz 6
- Tue-Thurs: Sec 12.2, 12.3, 12.4
Week 14 (Nov 22 Tue only, the rest is Thanksgiving break)
Tue: Sec 12.1; Sec 12.2
Week 13 (Nov 15-18)
- Fri: Quiz 5
- Thurs: Finished Sec 10.4; Started Sec 12.1
- Wed: Sec Sec 10.4
- Tue: Started Sec 10.4 Areas in polar coordinates and lengths in polar coordinates
Week 12 (Nov 8-11)
Deadline Fri, November 11: The last day to withdraw from courses without petition to the Dean of your college
- Fri:
- Week 12 homework due on Gradescope (instead of quiz)
- During class, work on examples and homework for Sec 10.1 and 10.2
Thurs: Sec 10.3 Polar coordinates
Wed: Sec 10.2 Calculus with parametric curves (arc length and area)
- TUESDAY, NOVEMBER 8 (election day): EXAM 3
- Chapter 11.4-11.10 review and answer key, last updated Oct 31
- Topics: All topics of Sec 11.4-11.10 covered in class. 70 minutes, no calculator and closed book. Scratch paper will be provided.
- This fact sheet for exam 3 will be printed for each student to use during the exam
Week 11 (Nov 1-4)
Fri: Review session for exam 3 (extra credit activity)
- Thurs: Started Sec 10.2 Calculus with parametric curves, up to second derivative
- Wed: Started Sec 10.1 Curves defined by parametric equations
- Tue: Started Sec 11.10 Taylor series
Week 10 (Oct 25-28)
Fri: Quiz 4 on Oct 28 at the beginning of discussion class
- Thurs: Finished Sec 11.9 Representations of functions as power series (except the last two examples)
- Wed: Students worked on Sec 11.8 problems
- Tue: Started Sec 11.8 power series
Week 9 (Oct 18-21)
- Fri:
- “week 9 homework” due on Gradescope instead of in-class quiz
- Discussion class activity for extra credit
- Thurs: To start 11.7 Growth rates, strategy for testing series notes11.7.pdf
- Wed: To finish 11.6
- Tue:
- To cover Sec 11.5 Alternating Series (Convergence) Test
- To start Sec 11.6 Absolute convergence, Ratio Test, Root Test notes11.6.pdf
Week 8 (Oct 11-14)
Fri: To go over Webwork and exercise problems from Sec 11.4 Limit Comparison Test and Comparison Test, (no quiz and no Friday assignment besides Webwork)
Thurs: Exam 2, See …
- This fact sheet for exam 2 will be printed for each student to use during the exam
- Chapter 7 review and answer key, last updated Sep 30. See also …
- Section 7.5 integration techniques review and answer key
- Sec 7.3 examples using trig substitution videos: 4-minute YouTube and 18-minute OU MyMedia
- Chapter 11 review and answer key
- See also vocab meaning of convergence and divergence in Sec 7.8, 11.1, and 11.2: notes11.2convergence.pdf
- Topics: All topics of Chapter 7 covered in class and topics from Sec 11.1, 11.2, 11.3 covered in class. 70 minutes, no calculator and closed book. Scratch paper will be provided.
Wed: Finished last example from Sec 11.4 + review for exam 2
Tue: Covered most of Sec 11.4 Comparison test and limit comparison test for series notes11.4.pdf
Week 7 (Oct 4-6)
- Fri: OU holiday
- Thurs: Finished p-series (lecture notes 11.3)
- Wed: Started Sec 11.3 The Integral Test notes11.3.pdf
- Tue: Finished Sec 11.2 Series notes11.2.pdf
- See also vocab meaning of convergence and divergence in Sec 7.8, 11.1, and 11.2: notes11.2convergence.pdf
Week 6 (Sep 27 - Sep 30) – Current week
- Fri: quiz 3 (see quiz info on Canvas Assignment) + Sec 11.1 Webwork
- Thurs: Finished Sec 11.1 Sequences notes11.1.pdf
- Wed: Finished Sec 7.8 lecture. Did first four pages of Sec 11.1 lecture.
- Tue: Did Sec 7.8 Improper integrals except the last page notes7.8.pdf, notes updated Sep 28
Week 5 (Sep 20 - Sep 23)
- Friday:
- Exercises for Sec 7.1, 7.2, 7.3
- “week 5 homework” on Gradescope instead of in-class quiz
- Thurs:
- To finish Sec 7.4 Integration of rational functions by partial fractions
- To start Sec 7.5 Strategy for integration notes7.5.pdf
- Wed:
- Finished Sec 7.3 notes Trig substitution part (c), (d)
- Started long division in Sec 7.4 Integration of rational functions by partial fractions notes7.4.pdf
- Tue:
- Finished Sec 7.2 integral of tan, cot, sec;
- Sec 7.3 notes Trig substitution notes7.3.pdf
- Started part (a), (b), beginning of (c)
- 4-minute video Sec 7.3 example trig substitution
Week 4 (Sep 13 - Sep 16)
Fri: To start Sec 7.2 notes Trig integrals notes7.2.pdf, (no quiz and no Friday assignment besides Webwork)
Thurs: Exam 1, See Chapter 6 review and answer key
Wed: Finished Sec 7.1 notes, go over some problems from Chapter 6 review
Tue: work on homework
Week 3 (Sep 6 - Sep 9)
Friday: quiz 2 from Webwork 6.3 and 6.4, see quiz 2 info
Thurs: Finished Sec 6.8, start Sec 7.1 notes Integration by parts notes7.1.pdf, last updated Sep 14, up to Example 1 and Example 2
Wed: Start lecture notes Sec 6.8 Indeterminate forms and l’Hospital’s rule notes6.8.pdf
Tue: Finished Lecture notes Sec 6.6 part (b) and (c) Inverse trigonometric functions notes6.6.pdf
Week 2 (Aug 30 - Sep 2)
Friday: quiz 1 from Webwork 6.1 and 6.2, then practice Sec 6.3-6.4
Thurs: Started Lecture notes Sec 6.6 part (a) Inverse trigonometric functions notes6.6.pdf
Wed and Thurs: Lecture notes Sec 6.4 Derivatives of logarithmic functions, logarithmic differentiation notes6.4.pdf, PDF last updated: Aug 30
Tue: Lecture notes Sec 6.3 Logarithmic functions notes6.3.pdf, PDF last updated: Aug 30
Week 1 (Aug 23 - Aug 26)
- Fri Sec 6.1-6.2
- Lecture notes Sec 6.2 Exponential functions and their derivatives notes6.2.pdf
- Lecture notes Sec 6.1 Inverse functions notes6.1.pdf