Time  Location  Zoom Meeting ID  Zoom Password 

MF 11:3012:30  My office and Zoom  691 7826 7667  761818 
Wed 21:3022:30  Zoom only  682 2985 1665  155350 
This is the page for information specific to sections V01 & 109. See the Canvas page for information on assessment, course policies, and the like, including the link to the online homework (WeBWorK) and the syllabus.
Ahead of each class you must read the relevant section from a textbook of your choice. The quoted section numbers are for the recommended CLP1 textbook; corresponding section numbers in a few other textbooks (refs [2,4,5,8] below) may be found in this coordination table.
Warning: the following information is tentative and subject to change at any time
Week  Date  Material  Reading  Inclass  Recap  Notes 

1  Th 9/9  Introduction Limits 
— §§1.13 
Slides WS 1, Soln 
Scans:
V01
109
Video: on Canvas 

T 14/9  Limit laws  §1.4  WS 2, Soln  Scans:
V01
109
Video: on Canvas 
Note on Limits  
2  Th 16/9  Recorded Lecture:
Limits at infinity The extended sense 
§1.5  WS 3, Soln  Scan:
Scan
Video: on Canvas 
Inperson lecture cancelled 
T 21/9  Continuity  §1.6  WS 4, Soln  Scans:
V01
109
Video: on Canvas 

3  Th 23/9  The IVT  §1.6  WS 5, Soln  Scans:
V01
109
Video: on Canvas 

T 28/9  The Derivative  §§2.13  WS 6, Soln  Scans:
V01
109
Video: on Canvas 

4  T 5/10  Computing Derivatives  §2.4, §2.6  WS 7 Soln  Scans:
V01
109
Video: on Canvas 

Th 7/10  Exponential and trig functions  §§2.78  WS 8, Soln  Scans:
V01
109
Video: on Canvas 

5  T 12/10  The Chain Rule Inverse functions 
§2.9  WS 9, Soln  Scans:
V01
109
Video: on Canvas 

Th 14/10  Logarithms Implicit Differentiation 
§2.10 §2.11 
WS 10, Soln  Scans:
V01
109
Video: on Canvas 

6  T 19/10  Inverse Trig Related Rates 
§2.11 §3.2 
WS 11, Soln  Scans:
V01
109
Video: on Canvas 
Related rates/Optimization Advice 
Th 21/10  (continued) Exponential growth and decay 
§3.2 §3.3 
WS 12, Soln  Scans:
V01
109
Video: on Canvas 
Law of cooling problem  
7  T 26/10  MVT  §2.13  WS 13, Soln  Scans:
V01
109
Video: on Canvas 
Proving an Inequality 
Th 28/10  Taylor Polynomials  §3.4  WS 14, Soln  Scans:
V01
109
Video: on Canvas 
Extra notes §1  
8  T 2/11  Taylor Remainder  §3.4  WS 15, Soln  Scans:
V01
109
Video: on Canvas 
Extra notes §2 Some Taylor expansions 
Th 4/11  Minima and Maxima  §3.5  WS 16, Soln  Scans:
V01
109
Video: on Canvas 

Midterm exam  
9  T 9/11  Optimization  §3.5  WS 17, Soln  Scans:
V01
109
Video: on Canvas 
General Advice
Snell's Law 
T 16/11  Midterm review Shape of the graph 
§3.6 
MT Review WS 18, Soln 
Scans:
V01
109
Video: on Canvas 

10  Th 18/11  Curve Sketching  §3.6  Problems  Scans:
V01
109
Video: on Canvas 
sketching notes 
T 23/11  l'Hôpital's rule  §3.7  WS 20, Soln  Scans:
V01
109
Video: on Canvas 
More l'Hôpital examples  
11  Th 25/11  Antiderivatives  §4.1  WS 21, Soln  Scans:
V01
109
Video: on Canvas 

T 30/11  Review 1  Scans:
V01
109
Video: on Canvas 

12  T 2/12  Review 2  Scans:
V01
109
Video: on Canvas 

T 7/12  Review 3  Scans:
V01
109
Video: on Canvas 

Wed 15/12  Final Exam: 8:30am 
Clarification: the writings on these pages are generally my own creations (to which I own the copyright), and are made available for traditional academic reuse. If you wish to republish substantial portions (including in "derivative works") please ask me for permission. The material is expressly excluded from the terms of UBC Policy 81.