Note: The numbers (X.Y) after each topic indicate that the content corresponds to Chapter X Section Y of the textbook. 

Week #1

• Mon, 1/12: Lecture 01 - Vectors in the plane (13.1) 
• Tue, 1/13: Recitation - Welcome and introduction
• Wed, 1/14: Lecture 02 - Vectors in three dimensions (13.2)
• Thu, 1/15: Recitation - Salon 0: How to attend critical thinking salons?
• Fri, 1/16: Lecture 03 - Dot products (13.3)

Week #2

• Mon, 1/19: No class: MLK Day
• Tue, 1/20: Recitation - Salon 1: Curious quadrilaterals 
• Wed, 1/21: Lecture 04 - Cross products (13.4); [HW 01, 02, 03 due]
• Thu, 1/22: Recitation - Review of HW 01–03; Quiz 1 
• Fri, 1/23: Lecture 05 - Regions between curves (6.2); [HW 04 due]

Week #3

• Mon, 1/26: Lecture 06 - Volumes by slicing (6.3); [HW 05 due]
• Tue, 1/27: Recitation - Salon 2: Ceiling lights 
• Wed, 1/28: Lecture 07 - Volumes by shells (6.4); [HW 06 due]
• Thu, 1/29: Recitation - Review of HW 04–05; Quiz 2  
• Fri, 1/30: Lecture 08 - Arc length & surface area (6.5, 6.6); [HW 07 due]

Week #4

• Mon, 2/02: Lecture 09 - Physical applications of integrals I (6.7); [HW 08 due]
• Tue, 2/03: Recitation - Salon 3: A pottery class 
• Wed, 2/04: Lecture 10 - Physical applications of integrals II (6.7); [HW 09 due]
• Thu, 2/05: Recitation - Review of HW 06–08; Quiz 3  
• Fri, 2/06: Lecture 11 - Integration approaches; integration by parts (8.1, 8.2); [HW 10 due]

Week #5

• Mon, 2/09: Lecture R1 - Midterm 1 reviews
• Tue, 2/10: Recitation - Midterm 1 reviews 
  Tue, 2/10: Midterm 1 @ 8–9 pm, covering Lectures 01–10
  
• Wed, 2/11: Lecture 12 - Trigonometric integrals I (8.3); [HW 11 due]
• Thu, 2/12: Recitation - Review of HW 09–11; Quiz 4 
• Fri, 2/13: Lecture 13 - Trigonometric integrals II (8.3); [HW 12 due]

Week #6

• Mon, 2/16: No class: Exam 1 compensation
• Tue, 2/17: Recitation - Salon 4: A tale of two integrals
• Wed, 2/18: Lecture 14 - Trigonometric substitutions I (8.4); [HW 13 due]
• Thu, 2/19: Recitation - Review of HW 12–13; Quiz 5
• Fri, 2/20: Lecture 15 - Trigonometric substitutions II (8.4); [HW 14 due]

Week #7

• Mon, 2/23: Lecture 16 - Partial fraction decompositions I (8.5); [HW 15 due]
• Tue, 2/24: Recitation - Salon 5: How many ways to integrate?
• Wed, 2/25: Lecture 17 - Partial fraction decompositions II (8.5); [HW 16 due]
• Thu, 2/26: Recitation - Review of HW 14–15; Quiz 6
• Fri, 2/27: Lecture 18 - Improper integrals (8.9); [HW 17 due]

Week #8

• Mon, 3/02: Lecture 19 - Sequences and series overview (10.1); [HW 18 due]
• Tue, 3/03: Recitation - Salon 6: A familiar acquaintance
• Wed, 3/04: Lecture R2 - Midterm 2 reviews
• Thu, 3/05: Recitation - Midterm 2 reviews 
  Thu, 3/05: Midterm 2 @ 8–9 pm, covering Lectures 11–18
  
• Fri, 3/06: Lecture 20 - Sequences (10.2); [HW 19 due]

Week #9

• Mon, 3/09: Lecture 21 - Series (10.3); [HW 20 due]
• Tue, 3/10: Recitation - Salon 7: A calculator adventure
  
• Wed, 3/11: Lecture 22 - The divergence and integral tests (10.4); [HW 21 due]
• Thu, 3/12: Recitation - Review of HW 19–20; Quiz 7  
• Fri, 3/13: No class: Exam 2 compensation

Spring break

• Mon, 3/16: No class: Spring break
• Tue, 3/17: No class: Spring break
• Wed, 3/18: No class: Spring break
• Thu, 3/19: No class: Spring break
• Fri, 3/20: No class: Spring break

Week #10

• Mon, 3/23: Lecture 23 - The comparison tests (10.5); [HW 22 due]
• Tue, 3/24: Recitation - Salon 8: Slowest divergence
• Wed, 3/25: Lecture 24 - Alternating series (10.6); [HW 23 due]
• Thu, 3/26: Recitation - Review of HW 21–22; Quiz 8
• Fri, 3/27: Lecture 25 - Ratio and root tests (10.7); [HW 24 due]

Week #11

• Mon, 3/30: Lecture 26 - Choosing a convergence test (10.9); [HW 25 due]
• Tue, 3/31: Recitation - Salon 9: All tools in one box
• Wed, 4/01: Lecture 27 - Approximating functions with polynomials (11.1); [HW 26 due]
• Thu, 4/02: Recitation - Review of HW 23–25; Quiz 9
• Fri, 4/03: Lecture 28 - Remainders of Taylor polynomials (11.1); [HW 27 due]

Week #12

• Mon, 4/06: Lecture 29 - Radii and intervals of convergence for power series I (11.2); [HW 28 due]
• Tue, 4/07: Recitation - Salon 10: What does convergence mean? 
• Wed, 4/08: Lecture R3 - Midterm 3 reviews
• Thu, 4/09: Recitation - Midterm 3 reviews
  Thu, 4/09: Midterm 3 @ 8–9 pm, covering Lectures 19–28
  
• Fri, 4/10: Lecture 30 - Term-by-term differentiation and integration (11.2); [HW 29 due]

Week #13

• Mon, 4/13: Lecture 31 - Taylor and Maclaurin series (11.3); [HW 30 due]
• Tue, 4/14: Recitation - Salon 11: About this round
• Wed, 4/15: Lecture 32 - Limits, derivatives, and integrals by Taylor series (11.4); [HW 31 due]
• Thu, 4/16: Recitation - Review of HW 29–30; Quiz 10
  
• Fri, 4/17: Lecture 33 - Polar coordinates (12.2); [HW 32 due]

Week #14

• Mon, 4/20: Lecture 34 - Polar curves (12.2); [HW 33 due]
• Tue, 4/21: Recitation - Salon 12: Another familiar acquaintance
• Wed, 4/22: Lecture 35 - Area and arc length in polar coordinates (12.3); [HW 34 due]
• Thu, 4/23: Recitation - Review of HW 31–33; Quiz 11
  
• Fri, 4/24: No class: Exam 3 compensation; [HW 35 due]

Week #15 (Quiet period)

• Mon, 4/27: Lecture R4 - Final exam reviews
• Tue, 4/28: Recitation - Final exam reviews
• Wed, 4/29: Lecture R5 - Final exam reviews
• Thu, 4/30: Recitation - Final exam reviews
  
• Fri, 5/01: Lecture R6 - Final exam reviews

Week #16 (Final exam week)

• Date TBD:  Final exam, covering everything in this course