Math1220 Calculus 2
Fall, 2014

Class Schedule/Information

Week 1 (August 25-29)

• For Monday's class: Intro/be prepared for review quiz
• For Tuesday's class: watch 1A & 1B Natural Logarithm lecture videos (6.1)
• For Wednesday's class: watch 2 Inverse Functions lecture video (6.2)
• For Friday's class: be prepared with questions.
  
  

  Week 2 (September 1-5)

• For Monday's class: relax, Monday is a holiday!
• For Tuesday's class: watch 3 Natural Exponential Function & Its Derivative lecture video (6.3)
• For Wednesday's class: watch 4A & 4B General Exponential/Logarithmic Functions & Their Derivatives lecture videos (6.4)
• For Friday's class: be prepared with questions.
  
  

  Week 3 (September 8-12)

• For Monday's class:watch 5A & 5B Exponential Growth & Decay lecture videos (6.5)
• For Tuesday's class: watch 6A & 6B Inverse Trigonometric Functions & Their Derivatives lecture videos (6.8)
• For Wednesday's class: watch 7A & 7B Hyperbolic Functions & Their Derivatives lecture videos (6.9)
• For Friday's class: be prepared with questions.
  
  

  Week 4 (September 15-19)

• For Monday's class: watch 8A & 8B Basic Integration Rules lecture videos (7.1)
• For Tuesday's class: watch 9A & 9B Integration by Parts lecture videos (7.2)
• For Wednesday's class: be prepared to ask questions as review for first midterm.
• For Friday's class: be prepared to take the Midterm 1.
  
  

  Week 5 (September 22-26)

• For Monday's class: watch 9A & 9B Integration by Parts lecture videos (7.2)
• For Tuesday's class: watch 10A & 10B Trigonometric Integrals lecture videos (7.3)
• For Wednesday's class: watch 11A & 11B Rationalizing & Trigonometric Substitutions lecture videos (7.4)
• For Friday's class: be prepared with questions.
  
  

  Week 6 (September 29-October 3)

• For Monday's class: watch 12A & 12B Integration of Rational Functions lecture videos (7.5)
• For Tuesday's class: watch 13 Strategies for Integration lecture video (7.6)
  Note: You can also watch 13.5A & 13.5B lecture videos for extra Integration practice
  
• For Wednesday's class: watch 14 Indeterminate Types: 0/0 lecture video (8.1)
• For Friday's class: be prepared with questions.
  
  

  Week 7 (October 6-10)

• For Monday's class:watch 15 Other Indeterminate Forms lecture video (8.2)
• For Tuesday's class: watch 16A & 16B Improper Integrals lecture videos (8.3)
• For Wednesday's class: watch 17 Improper Integrals: Indefinite Integrands lecture videos (8.4)
• For Friday's class: be prepared with questions.
  
  

  Week 8: October 13-17 is Fall Break--there is NO school!

  
  

  Week 9 (October 20-24)

• For Monday's class: be prepared to do more examples from 8.3-8.4 and watch 17.5A & 17.5B Sequence/Series/Patterns Introduction & Practice lecture videos (to be prepared for chapter 9)
• For Tuesday's class: watch 18A & 18B Infinite Sequences lecture videos (9.1)
• For Wednesday's class: be prepared to ask questions as review for second midterm.
• For Friday's class: be prepared to take the Midterm 2.
  
  

  Week 10 (October 27-31)

• For Monday's class: watch 18A & 18B Infinite Sequences lecture videos (9.1)
  Note: You can also watch 17.5A & 17.5B lecture videos for review/background for Sequences and Series.
  
• For Tuesday's class: watch 19A & 19B Infinite Series lecture videos (9.2)
• For Wednesday's class: watch 20A & 20B Positive Series: Integral Test lecture videos (9.3)
• For Friday's class: be prepared with questions.
  
  

  Week 11 (November 3-7)

• For Monday's class: be prepared to do more practice for sections 9.2 and 9.3
• For Tuesday's class: watch 21A & 21B & 21C Positive Series: Ordinary Comparison Test, Limit Comparison Test, Ratio Test lecture videos (9.4)
  
• For Wednesday's class: be prepared to do more practice for sections 9.2-9.4
• For Friday's class: be prepared with questions.
  
  

  Week 12 (November 10-14)

• For Monday's class:watch 22 Alternating Series lecture video (9.5)
• For Tuesday's class: be prepared to do more practice for sections 9.2-9.5
• For Wednesday's class: watch 23 Power Series lecture video (9.6)
• For Friday's class: be prepared with questions.
  
  

  Week 13 (November 17-21)

• For Monday's class: watch 24A & 24B Operations on Power Series lecture videos (9.7)
• For Tuesday's class: be prepared to do more practice on sections 9.6-9.7
• For Wednesday's class: be prepared to ask questions as review for second midterm.
• For Friday's class: be prepared to take the Midterm 3.
  
  

  Week 14 (November 24-28)

• For Monday's class: watch 25A Taylor and Maclaurin Series (part 1) lecture video (9.8)
  
• For Tuesday's class: watch 25B & 25C Taylor and Maclaurin Series (parts 2 and 3) lecture videos (9.8)
• For Wednesday's class: be prepared to do more practice for sections 9.7 and 9.8; IMPORTANT NOTE: The weekly quiz will be given out at the end of Wednesday's class this week (due the following Monday in class).
• For Friday's class: relax and eat your Thanksgiving dinner leftovers!
  
  

  Week 15 (December 1-5)

• For Monday's class: watch 26A & 26B Taylor Approximations (parts 1 & 2) lecture videos (9.9)
• For Tuesday's class: be prepared to do more practice for sections 9.8 & 9.9
  
• For Wednesday's class: watch 27A & 27B Polar Coordinates (parts 1 & 2) lecture videos (10.5)
  
• For Friday's class: be prepared with questions.
  
  

  Week 16 (December 8-12)

• For Monday's class:watch 28 Graphs of Polar Equations lecture video (10.6)
• For Tuesday's class: watch 29A & 29B Calculus of Polar Equations lecture videos (10.7)
• For Wednesday's class: be prepared to do more practice for sections 10.6-10.7; IMPORTANT NOTE: The weekly quiz will be given out at the end of Wednesday's class this week (due this Friday in class).
• For Friday's class: be prepared with questions.
  
  

  Week 17 (December 15-19) (FINAL EXAMS WEEK)

• Wednesday, December 17, 11:45 a.m. to 1:15 p.m., Extra Final Review in JTB310
  
• Thursday, December 18, 7:00 to 10:00 a.m., Final Exam (in our usual classroom)
  
  

Extra Problems/Reference materials

• Section 6.8 Homework Problems #71 and 73
  
  
• Chapter 7 Problems (7.2 #55 & 7.5 #33)
  
  
• 7.2 Notes Examples 3 and 6
  
  
• Section 8.4 #31 and 33
  
  
• Section 9.2 HW Problems #33 and 35
  
  
• 9.4 and 9.5 proof problems from book
  
  
• Cosecant and Secant integrals
  
  
• Is tanh(x) same as 0.5ln|(x+1)/(x-1)|?
  
  
• Sample Reference Card #1 (Note: The derivatives of both arctan(x) and arccot(x) need the radical removed from denominator, and the derivative of arccot(x) needs to be multiplied by -1.)
  
  
• Sample Reference Card #2
  
  
• Series Test Flow Chart
  
  
• Series Test Results
  
  
• nth Root Test (another positive series test)
  
  
• Book Formulas Table
  
  
• Missing Integral Tables from back of your book (pages 1-2)
  
  
• Missing Integral Table from back of your book (page 3)
  
  
• Section 9.8, problems 25 and 27
  
  

Algebra/Arithmetic/Trigonometry Reviews

• Old Fraction Arithmetic Quiz and Key
  Note: If you need review of rules of exponents, go here and watch 5.1 Integer Exponents and/or 7.1 Radicals and Rational Exponents lecture videos (or read through the post notes)..
  
  
• Fraction Arithmetic (with Key)
  Note: If you need review of arithmetic with rational expressions (fractions), go here and watch the 6.2, 6.3 and/or 6.4 lecture videos on arithmetic with rational expressions (or read through the post notes).
  
  
• Unit Circle (Trig)
  
  
• Tangent/Secant lines vs. trigonometric functions
  
  
• Dividing Polynomials (with Key)
  Note: If you need a lecture video to remind you how to do polynomial division, you can go here and watch the 6.5 Dividing Polynomials video lecture. For synthetic division review, you can watch the 2.3 Synthetic Division lecture video on this page (or read through the post notes)..
  
  
• Trigonometry Review (trig functions of common angles)
  
  
• Practice finding asymptotes of rational functions and Key
  
  
• A family of algebraic/trigonometric function graphs that you should know. (Note: these all have cool animations so you can see how transformations change the base graph.)
  • Polynomial and Rational Function Curves
    
  • Trigonometric Function Curves
    
  • Exponential/Logarithmic Function Curves
    
  • Conic Sections (circles, ellipses, hyperbolas, parabolas)
    

Exam Reviews

• Midterm 1 Review: (covers sections 6.1-6.5, 6.8, 6.9, 7.1)
  Note: For the exam, you may bring one 8.5x11 inch sheet of paper of notes (front and back). No electronics allowed during the exam.
  
  
• Midterm 1 Review Book Assignment
  
  
• Extra Review Problems and Key
  
  
  
• Midterm 2 Review: (covers sections 7.1-7.6, and 8.1-8.4)
  Note: For the exam, you may bring one 8.5x11 inch sheet of paper of notes (front and back). No electronics allowed during the exam.
  
  
• Midterm 2 Review Book Assignment
  
  
• Extra Review Problems (answer key is contained in that document)
  
  
  
• Midterm 3 Review: (covers sections 9.1-9.7)
  Note: For the exam, you may bring one 8.5x11 inch sheet of paper of notes (front and back). No electronics allowed during the exam.
  
  
• Midterm 3 Review Assignment
  
  
• Midterm 3 Review (Extra Problems) (problems 1-37)
  
  (When you need a laughter break from studying, you can watch this. :) )
  
  
• Final Review: (covers sections 6.1-6.5, 6.8, 6.9, 7.1-7.6, 8.1-8.4, 9.1-9.9, 10.5-10.7)
  Note: For the exam, you may bring one 8.5x11 inch sheet of paper of notes (front and back). No electronics allowed during the exam.
  
  
• Final Review Assignment
  
  
• Extra Final Review Problems
  
  
• One More Final Review (an old final exam)