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| Lesson |
Page |
Exercises |
-
2.1
Preview of Calculus
-
2.2
Finding Limits Graphically, Numerically
-
2.3
A Evaluating Limits Analytically
- 2.3
B
-
2.4
A Continuity and One-Sided Limits
- 2.4
B
-
2.5
Infinite Limits
|
67
74
87
88
98
100
108 |
1
- 10 all
1 - 35 odd
1 - 43 odd
45 - 99 EOO (Every Other Odd)
1 - 49 odd
51 - 77, 87 - 93 odd
1 - 57 EOO, 65, 67, 69 |
-
3.1
Derivative and Tangent Line
-
3.2
A-Basic Differentiation Rules, Rate of Change
-
3.2
B
-
3.3
A- Product, Quotient Rules,
Higher Order Derivatives
- 3.3
B
-
3.4
A - The Chain Rule
- 3.4
B
-
3.5
Implicit Differentiation
-
3.6
Derivatives of Inverse Functions
-
3.7
Related Rates
-
3.8
Newton's Method
|
123
132
138
147
148
161
162
171
179
187
195
|
1 -
41 EOO, 63, 65
1 - 51 odd
89 - 103 odd
1 - 85 EOO
87 - 107 odd
1 - 49 odd
51 - 135 EOO
1 - 81 EOO
1 - 49 EOO, 67, 69
1 - 7, 13 - 29 odd
1 - 21 EOO, 29, 41
|
-
4.1 Extrema on an Interval
-
4.2 Rolle's Theorem, Mean Value Theorem
-
4.3 A - Increasing, Decreasing Functions
First Derivative Test
- 4.3
B
-
4.4
Concavity and the Second Derivative Test
-
4.5
Limits at Infinity
-
4.6
Summary of Curve Sketching
-
4.7
A - Optimization Problems
-
4.7
B
-
4.8
Differentials
|
209
216
226
227
235
245
255
265
268
276
|
1
- 57 EOO, also 67
1 - 57 EOO
1 - 57 EOO
81 - 95 odd
1 - 57 EOO
1 - 57 EOO, also 99, 101
1 - 65 EOO
1 - 35 odd
45 - 61 odd (omit 51)
1 - 45 odd
|
-
5.1
A - Antiderivatives and Indefinite
Integration
- 5.1
B
-
5.2
Area
-
5.3
Riemann Sums and Definite Integrals
-
5.4
The Fundamental Theorem of Calculus
|
291
292
303
314
327
|
1
- 55 odd
57 - 93 EOO
1 - 61 EOO (omit 51)
3 - 49 odd
1 - 49 odd
|
|
|
Handout |
1
- 33 odd
35 - 43 all
1 - 43 odd
45 - 63 odd
69 - 74, 77, 79, find areas of ellipse in 73 and 79 |