Calculus I
Math 141 -- Fall 2007

Professor Doug Meade
meade@math.sc.edu
Department of Mathematics
University of South Carolina

Homework Assignments

Date Assigned
 Date Due
 Section
(Page)
 Assignment
 Comments
24 Aug 29 Aug §1.1
(p. 12)		 # 3, 9b, 11b, 19ac, 27ab
  • The problems you work on WileyPlus will be very similar to these.
  • When WileyPlus asks about one part of a question, you should look at -- and be sure you can answer -- the other parts of that question.
  • Be sure you can work these problems. The exams will require you to show all of your work.
27 Aug 29 Aug §1.2
(p. 24)		 # 3, 5, 11, 19ab, 27
27 Aug 31 Aug §1.3
(p. 36)		 # 1b, 3d, 15, 19, 35, 39, 59
29 Aug 5 Sep §1.4
(p. 48)		 # 1a, 17a, 23b, 29a, 33a
  • The WileyPlus assignment includes a few extra problems that are not from the book. These problems also include some ideas from §1.3.
  • [ Maple ] [ MapleNet ] Shifting Functions
  • [ Maple ] [ MapleNet ] Reflecting Functions
  • [ Maple ] [ MapleNet ] Domain and Range Finder
31 Aug 5 Sep §1.5
(p. 62)		 # 11, 15, 21, 23, 29, 39, 55
5 Sep 10 Sep §1.6
(p. 74)		 # 5b, 9b, 11b, 25, 29, 41, 43b
  • [ Maple ] [ MapleNet ] Shifting Transcendental Functions
  • [ Maple ] [ MapleNet ] Solving Logarithmic Equations
5 Sep 10 Sep §1.8
(p. 93)		 # 3, 9, 15, 27d, 33, 41a
7 Sep 10 Sep §2.1
(p. 110)		 # 1, 5, 7, 13, 15, 17, 21
  • [ Maple ] [ MapleNet ] Left and Right Limits, using a Graph
  • [ Maple ] [ MapleNet ] Left and Right Limits, using Numeric Data
  • [ Maple ] [ MapleNet ] Left and Right Limits, using a Formula
12 Sep 12 Sep Exam 1 Chapter 1 and §2.1
14 Sep 21 Sep §2.2
(p. 121)		 # 1, 3, 5, 9, 13, 19, 23, 27, 31, 37
17 Sep 21 Sep §2.3
(p. 131)		 # 5, 11, 15, 17, 27, 31
19 Sep 21 Sep §2.5
(p. 152)		 # 1, 5, 15, 17, 21, 23, 25
21 Sep 28 Sep §2.6
(p. 160)		 # 1, 7, 11, 19, 21, 25, 41, 47, 59
24 Sep 30 Sep §3.1
(p. 176)		 # 1, 11, 21
  • [ Maple ] [ MapleNet ] From Secant Slopes to Tangent Slope, using a Formula
  • [ Maple ] [ MapleNet ] From Secant Slopes to Tangent Slope, using a Graph and Numeric Data
  • [ Maple ] [ MapleNet ] Computing Tangent Lines
24 Sep 30 Sep §3.2
(p. 187)		 # 3, 7, 13, 27, 29, 35
  • [ Maple ] [ MapleNet ] Derivative Drill
    Note: Use the menus to customize the types of problems generated.
26 Sep 30 Sep §3.3
(p. 196)		 # 3, 11, 29, 37, 41, 49, 65
  • [ Maple ] [ MapleNet ] Derivative Drill
    Note: Use the menus to customize the types of problems generated.
26 Sep 30 Sep §3.4
(p. 203)		 # 5, 7, 13, 19, 21, 23, 29
  • [ Maple ] [ MapleNet ] Derivative Drill
    Note: Use the menus to customize the types of problems generated.
26 Sep 30 Sep §3.5
(p. 207)		 # 1, 3, 7, 19, 31, 35
  • [ Maple ] [ MapleNet ] Derivative Drill
    Note: Use the menus to customize the types of problems generated.
28 Sep 11 Oct §3.6
(p. 214)		 # 1, 7, 11, 19, 27, 71, 73
  • [ Maple ] [ MapleNet ] Chain Rule
3 Oct 3 Oct Exam 2 §§2.2--2.6 and §§3.1--3.5
5 Oct 11 Oct §3.7
(p. 221)		 # 3, 15, 19, 37
  • [ Maple ] [ MapleNet ] Related Rates
8 Oct 11 Oct §3.8
(p. 229)		 # 1, 31, 41, 53
  • [ Maple ] [ MapleNet ] Linear Approximation
15 Oct 19 Oct §4.1
(p. 243)		 # 13, 21, 31, 43
  • [ Maple ] [ MapleNet ] Implicit Differentiation
17 Oct 19 Oct §4.2
(p. 247)		 # 1, 7, 15, 25, 31
  • [ Maple ] [ MapleNet ] Logarithmic Differentiation
  • [ Maple ] [ MapleNet ] Derivative Drill
    Note: In the Derivative Drill maplet, be sure to turn on logarithmic functions under the Functions menu.
19 Oct 24 Oct §4.3
(p. 254)		 # 1, 3, 9, 19, 33, 37
  • [ Maple ] [ MapleNet ] Derivatives of Inverse Functions
  • [ Maple ] [ MapleNet ] Derivative Drill
    Note: In the Derivative Drill maplet, be sure to turn on exponential and inverse trigonometric (and logarithmic) functions under the Functions menu.
21 Oct 24 Oct §4.4
(p. 263)		 # 1, 15, 17, 21, 25, 43, 53
  • [ Maple ] [ MapleNet ] Derivative Drill
    Note: In the Derivative Drill maplet, be sure to turn on all of the types of functions you want to use in your practice.
26 Oct 26 Oct Exam 3 §§3.6--3.8 and Chapter 4
  • Note that this is 2 days later than originally announced.
  • Practice Exam: [Blank] [Solutions]
  • Solution Key: [PDF]
31 Oct 9 Nov §5.1
(p. 275)		 # 11, 15, 25, 31, 37
  • [ Maple ] [ MapleNet ] Properties of the Graph of a Function - Terminology
  • [ Maple ] [ MapleNet ] Properties of the Graph of a Function
  • [ Maple ] [ MapleNet ] Properties of the Graph of a First Derivative
  • [ Maple ] [ MapleNet ] Properties of the Graph of a Second Derivative
31 Oct 9 Nov §5.2
(p. 287)		 # 7, 11, 25, 37, 63  
2 Nov 9 Nov §5.4
(p. 307)		 # 1, 9, 13, 17, 23, 35  
5 Nov 9 Nov §5.5
(p. 318)		 # 1, 7, 15, 29, 35, 45  
9 Nov 16 Nov §5.7
(p. 334)		 # 5, 9, 13a, 25, 41  
14 Nov 16 Nov §5.8
(p. 342)		 # 13, 17, 29, 31, 35
  • [ Maple ] [ MapleNet ] From Position to Velocity and Acceleration
12 Nov 30 Nov §6.1
(p. 354)		 # 5, 17  
14 Nov 30 Nov §6.2
(p. 363)		 # 11, 15, 17, 23
  • [ Maple ] [ MapleNet ] Anti-Derivative Drill
19 Nov 19 Nov Exam 4 Chapter 5
26 Nov 30 Nov §6.3
(p. 371)		 # 1, 5, 19, 21, 31
  • [ Maple ] [ MapleNet ] Indefinite Integral Drill
  • [ Maple ] [ MapleNet ] Integration by Substitution
28 Nov 7 Dec §6.4
(p. 383)		 # 5, 15, 31, 45, 65
  • [ Maple ] [ MapleNet ] Area of a Region
28 Nov 7 Dec §6.5
(p. 393)		 # 3, 7, 9, 15, 21, 25, 31
  • [ Maple ] [ MapleNet ] Area of a Region
30 Nov 7 Dec §6.6
(p. 406)		 # 5, 19, 39, 55, 59, 61, 65
  • [ Maple ] [ MapleNet ] Area as an Antiderivative: Derive the Fundamental Theorem of Calculus
  • [ Maple ] [ MapleNet ] Area as an Antiderivative: Compute the Area
3 Dec 10 Dec §6.8
(p. 416)		 # 5, 21, 25, 29, 35, 45, 51, 57
  • [ Maple ] [ MapleNet ] Integration by Substitution
5 Dec 10 Dec §6.7
(p. 416)		 # 1, 7, 15, 33, 37
  • [ Maple ] [ MapleNet ] From Acceleration to Velocity to Position
12 Dec 12 Dec Final
Exam		 Chapters 1 - 6 (comprehensive)
  • The final exam is comprehensive, but will place an emphasis on the most recent material.
  • As you study, try to identify the main themes: limit, derivative, and integral. Applications of these main topics are also important.
  • The best way to prepare for the final is to study old homework assignments and old exams.

Notes:

  • Maple worksheets (.mw files) should be downloaded to your local computer (I recommend creating a folder called, say, MapleFiles.)
  • Portable Document Format (PDF) files are viewable with Adobe Reader Download Adobe Reader .

    • If you have any questions, please send e-mail to meade@math.sc.edu