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Class Activities
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Lesson Recordings*
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Homework Assignment
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Linear,
Polynomial, and Exponential Functions (1.1, 1.2, 1.5)
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Video
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p.
12: 17-18, 23-27, 39-42, 74, 76-77,
79, 82
p. 25: 32-33, 35, 43a
p. 58: 33, 39-43 odd, 56-57, 61-62
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Trigonometry and
Combining Functions (1.3, 1.4)
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Video
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p. 37: 23-33 odd, 77-87 odd
p. 46: 16, 57-71 odd, 76-78
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Inverse Functions
and Logarithms (1.6, 1.7)
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Video
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p. 73: 21-29 odd, 34-36, 39-43 odd, 53-63, 70-72,
77-79 odd, 94, 101-113 odd
p. 78: 5-10, 13
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Limits
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Video
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p. 103: 25-36
p. 129:
17 (a-d), 25, 27, 29-35, 45-52
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Limits, Part 2
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Video
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p:
102: 7-8, 10, 11-12 (skip f), 14-15, 39-51
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Asymptotes
and Continuity
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Video
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p.
130: 63-68, 80-82
p. 143: 17-18, 27-32, 35 (use calculator), 44-45,
50-51, 57-60
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Velocity
and Tangents
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Video
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p.
89: 8, 13-15
p. 174: 30-33, 63
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The Derivative (3.1)
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Video
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p. 173: 14-17 (NC on 16), 22-25 (NC on 22), 34-37,
41-42, 47-48 (NC), 57-58, 68-71
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The Derivative Function (3.2)
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Video
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p. 188: 7-9, 11-19, 25-27, 30-34, 53-56, 67-70,
74-76
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Interpreting
Derivatives
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Video
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p.
176: 73-78
p. 189: 20-24, 47-48, 52
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Higher
Order Derivatives
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Video
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p.
190: 41-42, 59-61, 63, 65-66
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Derivatives of Polynomials and
Exponents (3.3)
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Video
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p. 203: 11-39 odd, 45-49
odd, 61-65, 70-76, 86-87, 91-92
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Product and Quotient Rules (3.4)
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Video
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p. 213: 6-7, 11-41 odd,
42-45, 47-51 odd (only part a), 54-66, 75
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Derivatives of Trig Functions
(3.5)
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Video
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p. 223: 5, 9-25 odd, 45-51 odd, 59-62, 67-68
p.
206: 96-102
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Chain Rule (3.6)
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Video
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p. 234: 7-8, 17-41 odd
(skip 35), 61, 63, 68-78, 82-85, 87
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Derivatives of Logs and Inverse Functions
(3.7, 3.8)
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Video
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p.
248: 41-51 odd
p.
259: 7-31 odd, 44, 56-59, 62-66, 68-71
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Implicit
Differentiation
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Video
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p.
248: 9-16, 19-35 odd, 36-37, 55-61 odd, 63-70, 79-80, 106-112
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Motion Problems (3.9)
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Video
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p. 270: 1-10
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Linear Approximation (3.11)
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Video
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p. 285: 1-4, 7-15, 17-19,
21-22
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L’Hopital’s
Rule
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Video
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p. 347: 5,
12, 13-39 odd (skip 33), 43, 73, 81
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Related Rates
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Video
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p. 279: 1-11,
13-19
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Practice
Related Rates
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p.
280: 20-21, 23-29, 31-32, 34-35, 38
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Graphing
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Video
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p. 304: 35-49 odd
p. 331:
11-12, 14-15, 17-25 odd, 26-29, 45-53
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Graphing, Part
2
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Video
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p.
304: 21-33 odd, 53-67 odd, 69-72,
79-80
p. 334: 66, 70-71, 82, 89, 98
p. 363: 69-73
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Optimization
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Video
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p. 374: 6-8,
11-14, 20, 24, 48
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Practice
Optimization
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p. 374:
18, 22, 23, 27, 34, 42, 49
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MVT, IVT, EVT
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Video
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MVT,
IVT, EVT Worksheet (solutions)
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Riemann Sums (5.2)
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Video
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p. 411: 8-9, 11-12, 15-16,
21, 23, 32-33, 41-42
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The Definite Integral (5.3)
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Video
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p. 428: 10-17, 32, 34, 40-41, 43-53 odd, 58-62,
64-65, 67-68
p.
456: 68-69, 72-73, 76
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FTOC
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Video
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p. 455: 58-66, 75-81 odd, 82
p.
506: 17-27
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Antiderivatives (5.1)
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Video
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p. 392: 5-51 odd, 52-56, 60-63, 67-71 odd, 74
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More with Integrals and FTOC
Revisited (5.5)
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Video
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p. 454: 9-17 odd, 21-49 odd, 51-53, 70-71
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DEs
and Slope Fields
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Video
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p.
624: 5-9 odd, 14-20, 22, 28-29, 42-44,
48-51
p. 615: 7-11, 13-16, 19-23 odd, 40-41, 43 (a-b)
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Second FTOC
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Video
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p. 442: 11-23 odd, 49-53, 55-56, 71-75 odd, 76-81,
86
p. 505:
9-14
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Substitution
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Video
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p. 467: 5-53 EOO
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Substitution,
Part 2
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Video
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p.
467: 7-55 EOO, 61-71 odd, 75-79 odd
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Parts
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Video
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p. 550: 9-21 odd, 29-39 odd, 41-47, 81
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Practice
Integration (answers)
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p.
471: 11-37 odd (skip 21, 25)
p. 601: 1, 3-4, 6, 9-10, 12, 25, 37
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Rectilinear Motion (6.4)
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Video
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p. 515: 11-19, 21-34
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Area (6.1)
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Video
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p. 487: 5-6, 9-14, 17-20, 36-39, 49-55 odd, 58, 67,
71-72
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More Area and
Other Applications
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Video
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p. 487: 7-8, 15-16, 21-31 odd, 32, 40-44, 61, 73
p. 494: 7-15 odd, 20-21, 23-24
p. 538: 9-15 odd, 21, 31
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Volume of Rotations (6.5)
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Video
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p. 528: 9-25 odd, 39, 41-44
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Volume of Known Cross
Section (6.5)
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Video
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p. 530: 45-46, 49-52, 58-60, 63-64, 74-76
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