Fall 2007 Schedule
Date 
Reading Due 
Problems To Do 
Homework To 
Sep 10
Monday 
Calculus I01 web information: HOME TOPICS&GOALS and Stewart's: To The Student p xi  Nothing to submit 

Sep 12
Wednesday 
Section 1.1 pp 18 with Focused Reading: pp 78, starting at the bottom of page 7, starting with, "Increasing and Decreasing Functions" to the end of the section on p 8. 
1.1 pp 810: 1,9,19,23,35,37,41 
Q1
Due Sep
12: Send
an Email with one question about the
concept of function to jmorrow@mtholyoke.edu 
Sep 14 Friday 
Section
1.2 pp 1120 with Focused Reading: p 19, starting
with, "DEFINITION"and continuing through "FIGURE
19." 
1.2 pp 2123: 1,2,7,13,23,25,37,41 1.1 pp 810: 14,49 
Nothing to submit 
Sep
17 Monday

Page 24 and the Boxed DEFINITION on page 29 of Section 1.3 
1.3 p 33: 1,3 1.2 pp 2123: 4,11,17,18,27,45,60 "A Walk in my Neighborhood" Lab Report  Solve Problems IIII in Lab 1 
P1 Due Sep 17: Submit (on paper) Problems 1.1 #1,14,19,37,49 Problems 1.2 #2,7,13,18 and Problems 1.3 #1 If you submit additional problems, mark the required HW problems with a large green or purple dot * that will be easily seen by a grader. 
Sep
19 Wednesday 
Pages 4548, Continuity

1.5 p 54: 1,3,4,5 1.3 p 34: 15 
Q2 Due Sep 19: Send an Email with one question about the concept of limit to jmorrow@mtholyoke.edu 
Sep 21
Friday 
Section 2.1, pages 7378: The Tangent Problem, The Velocity Problem, and The Derivative  2.1 pp 8081: 1a(ii),1b,1c,3,11 1.5 pp 5455: 13,29 
Nothing
to submit 
Sep 24
Monday 
Section 2.1, pages 7880: Rates of Change  2.1 p 83: 45 1.1 p 10: 57,59,61 1.3 p 33: 7 1.4 p 44: 26 1.5 p 54: 6 
P2 Due Sep 24: Submit (on paper) Problems IIII in Lab 1 + 1.1 p 10: 57 + 1.2 pp 2223: 37,45 + 1.3 p 34: 15 + 1.5 p 54: 6,29 + 2.1 p 80: 1a(ii),1b 
Sep
26 Wednesday

Section 2.2, pages 8385: The Derivative as a Function with Focused Reading: p 85, Example 2  2.2 pp 91,93: 1,17,19,21 2.1 p 81: 7,15 
Q3 Due Sep 26: Send an Email with one question about the Focused Reading: p 85, Example 2 to jmorrow@mtholyoke.edu 
Sep 28
Friday

Section 2.2, pages 8688: Differentiation Formulas and Differentiability  2.2 p 92: 3a  Nothing to submit 
Exam 1 begins
with the inclass portion on Monday, October
1 

Oct 1
Monday

Read the REVIEW problems.  Solve the REVIEW problems.  P3 Due Oct 1: Submit Problems 2.1 pp 8083: 7,11,15,45 2.2 pp 9193: 1,3a,17,19,21 
Oct
3 Wednesday 
Nothing  Team Exam Work 
Nothing to submit 
Oct
5 Friday

Nothing  Team Exam Work 
No HW Due  Team Test Due: 3PM in Math Dept Office 
Oct
89

FALL
BREAK! TAKE CARE, EVERYONE!!


Oct
10 Wednesday 
Section 2.3, Skim pages 9495. 
Nothing to submit


Oct 12 Friday 
Section 2.3, pages 94104, with Focused Reading: pp 103104, Example 10.  2.3 pp 104105: 1,3,5,7,15,21,27,33,49  Revised P3 HW Due Oct 12 
Oct 15
Monday 
Section 2.4, pages 106111, the Product and Quotient Rules  2.4 pp 111112: 1,3,11,15,19,43 2.3 pp 104106: 14,29,43,53,57 
P4 Due Oct 15: Submit Problems 2.3 pp 104106: 1,5,7,15,21,27,49,57 2.4 pp 111112: 3,11,43 
Oct
17 Wednesday 
Section 5.1, pages 251253 up to EXAMPLE 2, an introduction to the Integral and Focused Reading: Section 1.3, page 31, the Definition of Limit of a Function.  2.4 pp 112113: 38,49 "Construction Zone: The Circular Functions" Lab Report  Solve Problems IVI in Lab 2 5.1 p 260: 1 
Q4 Due Oct 17: Send an email with one question about the Focused Reading: pp 103104, Example 10 to jmorrow@mtholyoke.edu 
Oct 19
Friday 
Section 5.1, pages 253258, starting with EXAMPLE 2 and up to THE DISTANCE PROBLEM.  5.1 pp 260261: 3,5,9 
Nothing to submit 
Oct 22
Monday

Section 5.2, pages 262264, the definition of the Definite Integral  5.2 pp 272273: 1,3,5 5.1 p 260261: 7,10 2.3 p 105: 37,38 
P5 Due Oct 22: Submit Problems II,IV in Lab 2 2.3 p 105: 38 2.4 pp 112113: 38,49 5.1 pp 260261: 1,3,5,9 5.2 p 272: 1 
Oct
24 Wednesday

Section 5.2, pages 268270, from The Midpoint Rule through Properties of the Integral APPENDIX C, pages A23A27, the meaning of the Sigma Notation 
5.2 pp 272273: 7,9,11,15,19 APPENDIX C p A27: 1,3,9,13,21 
Postponed to Oct 31:. your new team member names Q5 Due Oct 24: Send an email with: one question about the Focused Reading: Section 1.3, page 31, the definition of Limit of a Function to jmorrow@mtholyoke.edu 
Oct 26
Friday

Section 5.3, pages 274277, The Evaluation Theorem  The integral meets the derivative!  5.3 p 282: 1 5.2 p 273: 23 
Nothing to submit 
Oct 29 Monday  Section 5.3, pages 278281, The Net Change Theorem (A reformulation of the Evaluation Theorem)  5.3 p 282: 3,9,11,21,29  P6 Due Oct 29: Submit Problems IV in Lab 3 5.2 pp 272273: 3,5,7,9,11,15,19,23 5.3 p 282: 1,3,9,11,21,29 
Exam 2 begins
with the inclass portion on
Wednesday, Nov
7


Oct 31 Wednesday

None 
None 
Due Oct 31: Send an email with your Test 2 team members to jmorrow@mtholyoke.edu 
Nov 2
Friday 
None  None  Nothing to submit 
Nov 5
Monday

Section 3.1, pages 142145, The Exponential Functions (Discussed, along with the derivative of the base e exponential, in class Fri,11/2) Section 2.5, pages 113119, The Chain Rule for Differentiation (Discussed in class Mon, 11/5) 
3.1 p 147: 3,5,7,8,9,11,21,29 3.3 p 166: 17,19 2.5 p 119: 1,2,3,5,6 
Nothing to submit 
Nov 7
Wednesday 
InClass
Exam  Pick up Team Test  DECLARATION PAGE 

Nov 9 Friday 
No Reading Topic: Differentials, deltas, d's, and and all that for differential and integral calculus is postponed  replaced by a workshop on the chain rule 
None  Nothing to submit 
Nov 12
Monday 
No Reading Topic: A brief look at the method of substitution for integrals 
None  No HW Due  Team Test Due: 11AM in Classroom 407 
Nov 14
Wednesday

Section 5.5, pages 293296, The Method of Substitution  2.5 pp 119120: 7,9,11,17,31,39 5.5 p 299: 37 
Q6Due Nov 14: Send an email with: one question about the Chain Rule to jmorrow@mtholyoke.edu 
Nov 16
Friday

Section 2.8, pages 135137, Differentials, with Focused Reading: the first paragraph at the top of page 136.  2.8 p 137: 17,19 5.5 p 299: 35,36,38,39,41,42 
Nothing to submit 
Nov 19
Monday

Section 2.6, pages 121125, Implicit Differentiation  2.6 pp 125126: 1,3,17,19  P7 Due Nov 19: Submit Problems 3.1 p 147: 3,8,9,11 3.3 p 166: 17,19 2.5 pp 119120: 5,7,9,17,31 2.8 p 137: 17 5.5 p 299: 36,37,38,41,42 
Wed, Nov 21  Sun, Nov 25 
THANKSGIVING BREAK!! 

Nov 26 Monday  None  None  Deadline to indicate you are interested in the project option by sending an email to jmorrow@mtholyoke.edu, indicating the kinds of nonmathematical things that interest you. 
Definite!:
Rather than having an Exam 3 of pyramid
type, students will choose one (and only one) of three options 

Nov
28 Wednesday 
Definition (12) of the natural logarithm function, page 155, properties (13), page 156, derivative (3) and examples, pages 162163 up to logarithmic differentiation  3.3 p 166: 3,5,7,9,13 5.3 p 282: 17 
.Nothing to submit 
Section 3.2, pages 148152, Inverse Functions (up to the Calculus of Inverse Functions)  Find a formula for the inverse of each of the functions in problems 10,11,25 of section 3.2 pp 158159 3.3 p 166: 31,33,39,41 5.3 p 282: 25,27 
Deadline to commit to taking Test 3 by sending an email to jmorrow@mtholyoke.edu;include in your email times of day between 4pm and 9pm that you are available to take the test 

Dec 3
Monday

Section 4.1, page 198, Optimization  The OpenBox Problem (from class, 11/28): Determine any values of x for which the derivative of the volume function is zero. 3.2 p 159: 21 3.3 pp 166167: 35,43,59 5.5 pp 298299: 9,13,29,49,59 
P8 Due Dec 3: Submit Problems: 2.5 pp 119120: 1,39 2.6 pp 125126: 1,3 3.2 p 159: 11,21,25 3.3 p 166: 3,5,7,9,13 5.3 p 282: 25,27 5.5 pp 298299: 9,13,29,35,39 
Dec 5
Wednesday

Section 4.1, pages 202203, Critical Numbers  4.1 pp 203204: 5,45,55  Q7 Due Dec 5: Send an email with: one question about optimization to jmorrow@mtholyoke.edu 
Dec 7
Friday

No Class  PreReading Day and Project Work 

Dec
10 Monday

The Chapter 15 "Preludes," ranging from 2 to 8 lines long, on p 1, p 73, p 142, p 198, and p 251  The OpenBox Problem (from class, 11/28): Determine the absolute maximum volume and the size of the removed squares at which the maximum occurs. 3.2 p 158: 10 4.1 p 205: 58,59 
P9 Due Dec 10: Submit Problems The OpenBox Problem (from class, 11/28): Determine the absolute maximum volume and the size of the removed squares at which the maximum occurs. 3.2 p 158: 10 3.3 pp 166167: 35,43,59 5.5 pp 298299: 49,59 4.1 pp 203205: 5,45,55,58,59 
Dec 12 Wednesday 
Course Wrapup and Evaluations  Deadline for Submission of Revised HW Deadline for Submission of Project Paper Q8 Due Dec 12: Send an email with: one question about anything related to calculus to jmorrow@mtholyoke.edu


Dec 13&14 Thursday&Friday 
"Reading" Days 

A selfscheduled final exam will be taken on any one of the exam days Saturday, December 15 through Wednesday, December 19. One question on the final will present one of the "Prelude" readings and ask you to respond to it by stating what you learned visavis the reading, the significance of the ideas referred to in the reading, and what questions remain for you. 