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PROFESSORS
All Professors
All semesters
Natalia Kiriushcheva
fall
7
Allan Macissac
fall
45
A. O'Hara
fall
46
Kiriushcheva
fall
103
Chetard
fall
10
Lindsey
fall
4
A.Maclsaac
fall
5
Ghorbanpour
fall
3
Nakade
fall
5
Pinsonnault
fall
6
Ashraf
fall
76

Verified Documents for Allan Macissac

Class Notes

Taken by our most diligent verified note takers in class covering the entire semester.
Calculus 1000A/B Lecture 1: cal1000 notes 9/20
3115
Calculus 1000A/B Lecture 2: 1.0 Trig Review
315
Calculus 1000A/B Lecture 3: 10.18 lecture note
588
Calculus 1000A/B Lecture 3: 1.4 Exponential Functions
319
Calculus 1000A/B Lecture 4: 1.5 Part 1 Inverse Functions
315
Calculus 1000A/B Lecture 5: 1.5 Part 2 Logarithm Functions
213
Calculus 1000A/B Lecture 7: 1.5 Part 3 Inverse Trig
313
Calculus 1000A/B Lecture 8: 2.2 Limits
427
Calculus 1000A/B Lecture 10: Limit Laws (page 1)
120
Calculus 1000A/B Lecture 10: Limit Laws (page 2)
125
Calculus 1000A/B Lecture 12: 2.3 Part 1 Limit Laws and Rules
172
Calculus 1000A/B Lecture 15: 2.3 Part 2 Limit Laws and Rules
223
Calculus 1000A/B Lecture 16: 2.3 Part 3 Squeeze Theorum
325
Calculus 1000A/B Lecture 17: 2.6 Limits at Infinity: Horizontal Asymptote
333
Calculus 1000A/B Lecture 18: 2.2, 2.3, 2.6 Homework Take-Up
29
Calculus 1000A/B Lecture 20: 2.5-2.6 Continuity
114
Calculus 1000A/B Lecture 21: 2.6 Limits at Infinity, Horizontal Asymptotes
110
Calculus 1000A/B Lecture 22: 2.7 Derivatives and Rates of Change
112
Calculus 1000A/B Lecture 23: 3.1-3.3 Derivatives
116
Calculus 1000A/B Lecture 24: Homework Takeup 2.3, 2.5, 2.6
212
Calculus 1000A/B Lecture 24: CALCULUS1000-Lecture 24-Continuity
325
Calculus 1000A/B Lecture 25: CALCULUS 1000-Lecture 25-Intermediate Value Theorem/Derivative of Exponential Functions/The Chain Rule
335
Calculus 1000A/B Lecture 26: 3.3 Derivatives of Trigonometric Functions & 3.4 Chain Rule
218
Calculus 1000A/B Lecture 27: CALCULUS 1000-Lecture 27-Implicit Differentiation
231
Calculus 1000A/B Lecture 27: 3.5 Implicit Differentiation
215
Calculus 1000A/B Lecture 28: 3.6 Derivatives of log/ln Functions
110
Calculus 1000A/B Lecture 28: CALCULUS 1000-Lecture 28-Logarithmic Differentiation
235
Calculus 1000A/B Lecture 29: CALCULUS 1000-Lecture 29-Related Rates
158
Calculus 1000A/B Lecture 29: 3.7 Rates of Change & 3.9 Related Rates
110
Calculus 1000A/B Lecture 30: 3.9 Related Rates
111
Calculus 1000A/B Lecture 31: Calculus 1000A/B Lecture 31-L'hospital Rule
230
Calculus 1000A/B Lecture 32: Midterm & Homework Takeup
118
Calculus 1000A/B Lecture 32: Midterm & Homework
111
Calculus 1000A/B Lecture 32: Calculus 1000A/B Lecture 32-Indeterminate Forms & L'hospital Rule
115
Calculus 1000A/B Lecture 33: The Extrem Value Theorem
225
Calculus 1000A/B Lecture 33: 4.3 Using f'(x) & f''(x) to tell us stuff about f(x)
112
Calculus 1000A/B Lecture 34: 4.3 Using f'(x) & f''(x) to tell us stuff about f(x)
110
Calculus 1000A/B Lecture 35: 4.3 Using f'(x) and f''(x) to tell us stuff about f(x)
125
Calculus 1000A/B Lecture 35: How Derivatives Affect the Shape of a Graph
213
Calculus 1000A/B Lecture 36: Inflection Point
219
Calculus 1000A/B Lecture 36: Using f'(x) and f''(x) to tell us stuff about f(x)
113
Calculus 1000A/B Lecture 37: Calculus 1000A/B Lecture 37 Optimization Problem
224
Calculus 1000A/B Lecture 39: Anti Derivative
235
Calculus 1000A/B Lecture 41: 4.7 Optimization Problems
121
Calculus 1000A/B Lecture 42: 4.7 Optimization Problems & 4.9: Antiderivatives
112