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Verified Documents at Western University

Browse the full collection of course materials, past exams, study guides and class notes for Calculus 1000A/B - Calculus I at Western University verified by our community.
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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 Kiriushcheva

Class Notes

Taken by our most diligent verified note takers in class covering the entire semester.
Calculus 1000A/B Lecture 1: 1.4 Exponential Functions Introduction
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Calculus 1000A/B Lecture 1: Definition of a Function
2152
Calculus 1000A/B Lecture 9: Inverse Trig Functions (cont'd)
2100
Calculus 1000A/B Lecture 10: Limits
2107
Calculus 1000A/B Lecture 11: Limit Laws
3145
Calculus 1000A/B Lecture 12: Squeeze Theorem and Continuity
2124
Calculus 1000A/B Lecture Notes - Lecture 12: Transcendentals
Calculus 1000a lecture 12 section 2. 3: limit laws. Quiz date: wednesday, october 3rd sample quiz posted on owl. Textbook reading: section 2. 3 limit l
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Calculus 1000A/B Lecture 12: Calc1000A Lecture 12 Kiriuscheva
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Calculus 1000A/B Lecture 13: Calc1000A Kiriuscheva Lecture 13
216
Calculus 1000A/B Lecture 13: Continuity and Other Theorems
3120
Calculus 1000A/B Lecture Notes - Lecture 13: Asymptote, Piecewise, Oliver Heaviside
Calculus 1000a lecture 12/13 - section 2. 5- continuity. Continuity is an important property of a function in calculus, especially when it comes to der
316
Calculus 1000A/B Lecture 14: Limits at Infinity
336
Calculus 1000A/B Lecture 14: Calculus 1000 A -Lecture 14- Section 2.6
Calculus 1000a lecture 14 - section 2. 6- limits at infinity. Recall: if f(x) is continuous on the closed interval [a, b] and f(a) f(b), then there exi
310
Calculus 1000A/B Lecture 14: Calculus 1000A Section 2.5 Continuity
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Calculus 1000A/B Lecture Notes - Lecture 15: Asymptote
Calculus 1000a lecture 15 - section 2. 6- limits at infinity continued. Recall: lim (cid:4666)(cid:1876)(cid:4667)= the horizontal asymptote (ha) is de
229
Calculus 1000A/B Lecture 15: Limits at Infinity (Cont'd)
252
Calculus 1000A/B Lecture 15: Calculus 1000A Section 2.5 Continuity and 2.6 Limits of Infinity
328
Calculus 1000A/B Lecture 16: Definition of Derivatives
141
Calculus 1000A/B Lecture 16: Calculus 1000A Section 2.6 Limits of Infinity
415
Calculus 1000A/B Lecture 16: Calculus 1000 A -Lecture 16- Section 2.7-2.8
Calculus 1000a lecture 16 - section 2. 7/2. 8- introduction to derivatives. Let"s say that there are two points, p ((cid:1876)(cid:2869), (cid:1877)(ci
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Calculus 1000A/B Lecture 17: Derivative as a Function
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Calculus 1000A/B Lecture 17: Calculus 1000 A -Lecture 17- Section 2.8
Calculus 1000a lecture 17 - section 2. 8- derivative as a function. Let (cid:858)h(cid:859) = x-a or x = a + h. then h 0 when x a. Definition: a functi
220
Calculus 1000A/B Lecture Notes - Lecture 18: Unit Circle
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Calculus 1000A/B Lecture 18: Sec. 3.3 Derivatives of Trigonometric Functions
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Calculus 1000A/B Lecture 18: Calculus 1000A Section 2.8 The Derivative as a Function
318
Calculus 1000A/B Lecture 19: Sec. 3.3 (cont.) and 2.8 Higher Derivatives
240
Calculus 1000A/B Lecture Notes - Lecture 19: Product Rule, Quotient Rule
Calculus 1000a lecture 19 - section 3. 3 continued- derivatives of trigonometric. Quiz sometime next week; sample quiz and sample midterm exam to be po
316
Calculus 1000A/B Lecture 19: Calculus 1000A - Lecture 19 - The Quotient Rule
152
Calculus 1000A/B Lecture Notes - Lecture 20: Product Rule, Quotient Rule
Calculus 1000a lecture 20 - section 3. 4 the chain rule. Quiz sometime next week; sample quiz and sample midterm exam to be posted; quiz 2 available fo
228
Calculus 1000A/B Lecture Notes - Lecture 20: Chain Rule, Power Rule, The Thirteen Chairs
323
Calculus 1000A/B Lecture 20: Calculus 1000A - Lecture 20 - The Chain Rule
1117
Calculus 1000A/B Lecture Notes - Lecture 21: Function Composition, Product Rule
Calculus 1000a lecture 21 - section 3. 4 (continued) the chain rule. Quiz wednesday next week; sample quiz and sample midterm exam to be posted; quiz 2
324
Calculus 1000A/B Lecture Notes - Lecture 21: Implicit Function, Product Rule
317
Calculus 1000A/B Lecture 22: Section 3.3: Derivatives of Trigonometric Functions
235
Calculus 1000A/B Lecture 22: DERIVATIVES OF THE INVERSE (SECTION 3.5)
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Calculus 1000A/B Lecture 22: Calculus 1000 A -Lecture 21- Section 3.5 Implicit Differentiation
Calculus 1000a lecture 22 - section 3. 5 implicit differentiation. Quiz wednesday; sample quiz and sample midterm exam(s) posted; quiz 2 available for
316
Calculus 1000A/B Lecture 23: Calculus 1000 A -Lecture 23- Section 3.5 Continued- Derivatives of Inverse Trigonometric Functions
Calculus 1000a lecture 23 - section 3. 5 implicit differentiation continued- derivatives of inverse trigonometric functions. Quiz wednesday; sample qui
328
Calculus 1000A/B Lecture 23: Calculus 1000A Section 3.3 Derivatives of Trigonometric Functions (Continuation)
318
Calculus 1000A/B Lecture 24: Derivative of Logarithmic Function
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Calculus 1000A/B Lecture 24: Calculus 1000 A -Lecture 24- Section 3.6 Derivatives of Logarithmic Functions
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Calculus 1000A/B Lecture 24: Calculus 1000A Section 3.4 Chain Rule
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Calculus 1000A/B Lecture 25: Exponents, the number e as a limit
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Calculus 1000A/B Lecture Notes - Lecture 25: Logarithmic Differentiation, Logarithmic Derivative, Quotient Rule
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Calculus 1000A/B Lecture 25: Calculus 1000A Section 3.4 Chain Rule (Continuation)
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Calculus 1000A/B Lecture 26: Calculus 1000A Section 3.5 Implicit Differentiation
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Calculus 1000A/B Lecture 26: Calculus 1000 A -Lecture 26- Section 3.9- Related Rates
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Calculus 1000A/B Lecture 26: Calculus Section 3.5 Implicit Differentiation
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Calculus 1000A/B Lecture 27: Maximum and minimum values
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Calculus 1000A/B Lecture Notes - Lecture 27: Maxima And Minima, Classification Of Discontinuities
A function f has an absolute maximum at (cid:858)(cid:272)(cid:859) if (cid:4666)(cid:4667)(cid:3410)(cid:4666)(cid:1876)(cid:4667) for all (cid:858)x(
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Calculus 1000A/B Lecture Notes - Lecture 27: Ctan
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Calculus 1000A/B Lecture 27: Calculus Section 3.5 Trig. Derivatives
299
Calculus 1000A/B Lecture 28: Section 3.6 Derivstives of Logarithmic Function
321
Calculus 1000A/B Lecture Notes - Lecture 28: Maxima And Minima
Calculus 1000a lecture 28 section 4. 3 increasing and decreasing functions. In the previous section, we learned the closed interval method to find the
224
Calculus 1000A/B Lecture 29: Section 3.9 Related Rates
225
Calculus 1000A/B Lecture Notes - Lecture 29: Inflection Point, Maxima And Minima, Inflection
Calculus 1000a lecture 29 section 4. 3 increasing and decreasing functions continued. Recall: the concavity test: if >(cid:882) for all (cid:858)(ci
224
Calculus 1000A/B Lecture 29: Calculus 3.6 Logarithmic Differentiation
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Calculus 1000A/B Lecture Notes - Lecture 30: Mox Fuel
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Calculus 1000A/B Lecture 30: Calculus 3.9 Related rates
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Calculus 1000A/B Lecture Notes - Lecture 30: Indeterminate Form
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Calculus 1000A/B Lecture Notes - Lecture 31: Indeterminate Form, List Of Trigonometric Identities
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Calculus 1000A/B Lecture Notes - Lecture 31: Hne, Mox Fuel
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Calculus 1000A/B Lecture 31: Calculus 4.1 Maximum and Minimum Values
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Calculus 1000A/B Lecture 32: L'Hospitals Rule and Optimization Problems
511
Calculus 1000A/B Lecture 32: Section 4.4 L'Hospital's Rule
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Calculus 1000A/B Lecture 32: Calculus 1000 A -Lecture 32- Section 4.4 Continued Indeterminate Power Example
Calculus 1000a lecture 32 section 4. 4 continued indeterminate powers example. Midterm marks have been sent out- check owl or school email. Recall yest
123
Calculus 1000A/B Lecture Notes - Lecture 33: Hne, Mox Fuel
317
Calculus 1000A/B Lecture 33: Optimization Problems
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Calculus 1000A/B Lecture 33: Calculus 1000 A -Lecture 33- Section 4.7- Optimization Problems
Calculus 1000a lecture 33 section 4. 7 optimization problems. Midterm marks have been sent out- check owl or school email; quiz 3 available for pickup.
212
Calculus 1000A/B Lecture 34: Section 4.9 Antiderivatives
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Calculus 1000A/B Lecture 34: Section 4.5 Summary of Curve Sketching
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Calculus 1000A/B Lecture Notes - Lecture 34: Mean Value Theorem, Antiderivative
Calculus 1000a lecture 34 section 4. 9 antiderivatives. Midterm marks have been sent out- check owl or school email; quiz 3 available for pickup. We ca
225
Calculus 1000A/B Lecture 34: Calculus 4.4 Intederminate Forms of of L'Hospitals Rule
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Calculus 1000A/B Lecture 35: Calculus 4.4 (Cont.)
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Calculus 1000A/B Lecture Notes - Lecture 35: Summation, Antiderivative
Calculus 1000a lecture 35 section 4. 9 antiderivatives continued. Midterm marks have been sent out- check owl or school email. Re(cid:272)all the defi(
321
Calculus 1000A/B Lecture 35: Section 4.4: L'Hospital"s Rule (Continuation)
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Calculus 1000A/B Lecture 36: Section 4,7: Optimization Problems
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Calculus 1000A/B Lecture Notes - Lecture 36: Summation
Calculus 1000a lecture 36 appendix e sigma notation. Midterm marks have been sent out- check owl or school email; quiz #5 next wednesday, sample quizze
230
Calculus 1000A/B Lecture 37: Section 4.7: Antiderivative
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Calculus 1000A/B Lecture 37: 4.7 Optimization Problems
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Calculus 1000A/B Lecture Notes - Lecture 37: Summation
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Calculus 1000A/B Lecture 38: Calculus 4.9 Antiderivatives
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Calculus 1000A/B Lecture 38: Appendix E: Sigma Notation
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Calculus 1000A/B Lecture 38: Calculus 1000 A -Lecture 38- Section 5.1- Areas and Distances
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Calculus 1000A/B Lecture 39: Antiderivatives-(Initial Value Problems)
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Calculus 1000A/B Lecture Notes - Lecture 39: Classification Of Discontinuities, Piecewise
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Calculus 1000A/B Lecture 39: Calculus 4.9 and Appendix D
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Calculus 1000A/B Lecture 39: Appendix E: Sigma Notation (Continuation)
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Calculus 1000A/B Lecture 40: Appendix E Sigma Notation
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Calculus 1000A/B Lecture 40: Initial Value Problems
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Calculus 1000A/B Lecture 40: Calculus 1000 A -Lecture 40- Section 5.2 Continued- Properties of Definite Integrals
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Calculus 1000A/B Lecture 41: Appendix E
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Calculus 1000A/B Lecture 41: Appendix E Sigma Notation (cont.)
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Calculus 1000A/B Lecture 41: Calculus 1000 A -Lecture 41- Section 5.3- The Fundamental Theorem of Calculus
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Calculus 1000A/B Lecture 42: 5.1 Areas and Distances
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Calculus 1000A/B Lecture 42: End of Appendix E, beginning of section 5.1
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Calculus 1000A/B Lecture 43: 5.2 Definite Integrals
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Calculus 1000A/B Lecture 43: Definite integral
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Calculus 1000A/B Lecture 44: Section 5.1, 5.2
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Calculus 1000A/B Lecture 45: Fundamental Theorem of Calculus
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Calculus 1000A/B Lecture 46: Fundamental Theorem of Calculus Part 1 and 2
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Calculus 1000A/B Lecture 47: Indefinite Integral
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Calculus 1000A/B Lecture 48: Section 5.5 The Substitution Rule
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Calculus 1000A/B Lecture 49: The Substitution Rule for Definite Integral
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