Math 101
Fall 2008
Prof. Donnay
Class Materials and Homework Assignments
* indicates a more challenging problem.
Class# 
Date 
Lecture Materials 
Textbook Reference 
HW: Practice 
HW: Hand In. 
Due Date 
1 
W 9/3 
Introduction 

Take Math Readiness Test on
Blackboard. 
9/5 F 








2 
F 9/5 
S1.1 
S1.1#1, 9, 11, 13 
S1.1 #10, 16, 18abc, 20
(hand in ) Review of Lines worksheet & Graph paper (use in class) 
9/8 M 

3 
M 9/8 
S1.2 
S1.2 #3, 16 
S1.2 #4, 10, 15, 19 
9/15 M 

4 
W 9/10 
S1.3 
S1.3#7, 9, 17, 23, 
S1.3#4, 6, 10, 11, 13, 18,
28* * indicates a more
challenging problem. 
9/15 M 

5 
F 9/12 
Composition of Functions Tangent Line worksheet, Answer Key 
S1.3 S2.1, p 6163 
S.1.3#31, 37, 41, 51abc 
S1.3#32, 38, 42, 46, 50abc S2.1 #4 (Start by first
graphing this functionuse their shift techniques  and sketching on your
graph the tangent line through P(3,1).
) 
9/15 M 





Group Assignment on Linear Modeling of CO_{2}
concentrations: instructions are in Blackboard; in the Assignments section. 
9/19 F 
6 
M 9/15 
Velocity, Wksht: Tangent
From Table, Answer
Key 
S2.1, p. 6364 
S2.1 #1, 5 
S2.1#2, 6, 7 
9/22M 
7 
W 9/17 
Limit of function 
S2.2, p. 6671 
S2.2 #2, 3, 5, 7, 17 
S2.2 #1, 4, 6, 10, 18, 24 Trig Review Sheet (for class on Mon) 
9/22M 9/22M 
8 
F 9/19 
Infinite Limits 
S2.2, p. 7274 
S2.2 # 9, 25, 27 
S2.2 # 8, 26, 28 
9/22M 





Mathematica Assignment A: Hand in a
print out of your Mathematica file. 
9/29 M 
9 
M 9/22 
Calculating Limits 
S2.3, p. 7784 
S.2.3 #3, 5, 9 
S. 2.3 #2ad, 4, 6, 8 
9/29 M 
10 
W 9/24 
Continuity 
S2.3, p. 7784 S2.5 
S.2.3#11, 13, 15, 17, 19
20 S. 2.5 # 1, 11, 15, 17 
S. 2.3 #12, 16, 20, 22 S. 2.5 # 7, 10(show using
limit laws), 16, 19 
9/29 M 
11 
F 9/26 
Derivatives 
S3.1 
S. 3.1 #3, 22, 42ab 
S.3.1 # 13, 16, 17, 21, 39, 41ab Play with the program that graphs the secant lines at Tools for Enriching
Calculus. 
9/29 M 





10/6 M 

12 
M 9/29 
Derivatives 
S3.1 
S. 3.1 #9ab, 20, 32, 40 
S. 3.1 #11, 14, 19, 31, 33,
37 , 47 
10/6 M 
13 
W 10/1 
Derivative as function 
S3.2, 
S.3.2 # 2, 13, 20 
S.3.2 #1, 2, 12, 17 
10/6M 
14 
F 10/3 
Differentiation formulas Information about 1^{st}
midterm. Derivative worksheet. : sum,
difference, 
S3.3, p. 135138 
S. 3.3 #19 (for 6, 7
multiply out first) 
S.3.3 # 5, 13 (expand out), 45 (just find fÕ(x)), 54 (expand
out; only find tangent line), 89* (challenge problem) 
10/6 M 




BONUS POINTS OPPORTUNITY 
Attend the math panel, 3pm,
Rm. 243. Write a couple paragraph (one page) Òreaction paperÓ to what you
hear. 
10/6 M 
15 
M 10/5 
Differentiation formulas: Product, quotient. Derivative 2 Worksheet. This material will not be
on 1^{st} midterm. 
S3.3 p. 138144 
S.3.3 #1020 and 2142 
S.3.3 #14, 15, 17, 21, 25,
33, 35, 37, 55 (only find tangent line), 71. 
10/20 M 
16 
W 10/8 





17 
F 10/10 
Midterm 1: this will be a take home
test. (Instructions for review process). 


I will hand out test on
Wed. It will be due back by 5pm on Friday. 


Fall Break 







Mathematica Assignments 


10/24 F 10/31 F 11/7 F 






1^{st} Connections
paragraph. Put in Discussion Board on Blackboard site. 
10/27 M 
18 
M 10/20 
Trig review, Derivatives of
Trig functions 
S3.4 
S.3.4 #2, 9, 10, 16*, 18,
20, 22 
S.3.4#1, 5, 13, 23, 33, 
10/27 M 


Test Redo Information 


List of problems to do before retaking the
exam. Note: after you have done
your corrections and HW problems, you can look at the answer key in the
library. 

19 
W 10/22 
More Trig Derivatives 
S3.4 
S.3.4 #4, 14, 32 S. 3.2 #34 
S3.4#17, 19, 3, 15, 25a, 31 S. 3.2 #33 
10/27 M 
20 
F 10/24 
Finish Trig Der Chain Rule 
S3.5 
S.3.5# 2, 4, 6 
S. 3.5#1,3, 5 
10/27 M 
21 
M 10/27 
Chain Rule 
S3.5 
S3.5#8, 10, 12, 18, 22 
S3.5#7, 9, 11, 13, 17, 21,
31, 51 
11/3 M 
22 
W 10/29 
Applications of derivatives 
S3.7 
S3.7#11a (give units), 13c,
16 
S3.7#1 (do ag; acceleration
is the derivative of velocity), 7, 10, 12a(give units), 13ab, 14, 18 
11/3 M 
23 
F 10/31 
Related Rates 
S3.8 
S3.8#2, 3, 8, 30 
S3.8#4, 5, 6, 7, 9, 13*, 31* Do this tangent line worksheet and
bring to class on Monday (do not hand in with other hw). 
11/3M The hw due on
11/3 will now be due on Wed 11/5. Do the worksheet for Monday though. Green problems
due next week. 
24 
M 11/3 
Linear Approximations 
S3.9 
S3.9#2, 4, 26, 42a. 
S3.9#1, 3, 5 (you do not have to graph), 24, 25 (hint: you need to determine f(x) and x_{0}^{.}), 41a. 
11/10 M 
25 
W 11/5 
More related rates Going through worksheet 
S3.9 
S3.8#14, 16, 30 
S3.8#13*, 15, 17, 31* 
11/10 M 
26 
F 11/7 
Max/Min of Function 
S4.1 
S.4.1 # 8, 46, 52 
S3.8#6, 7 (redos if you had
trouble last week). S4.1#1, 7, 9, 45, 47, 51,
53 
11/10M 





Please take survey about
Midterm Redo (even if you choose not to do the Redo). Go to this link.
Take the survey before the
start of class on Friday. 
11/7 F 
827 
M 11/10 
Reivew of Linearization,
Graphing, 2^{nd} Derivative 
S4.3, 
S.4.3 #5, 10* 
MathematicaF (due M 11/17) S.4.3#6, 9*, 11* (you may need to wait till Wed to
do part c). 
11/17 M 





Information about Connections Project.
By Wed Nov 19, submit your project decision slip to Prof Donnay. 

28 
W 11/12 
Graphing 
S4.3, 4.4 
S.4.3#3, For 10* –
also draw the graph. Find when f(x)=0. 
S.4.3#2, 8, 20, 21, 41. For 9*, 11*
– also draw the graph. Find when f(x)=0. Graph using Mathematica to
check your graph; hand in a printout of the Mathematica graphs. 
11/17 M 
29 
F 11/14 
Mean Value Theorem Test Review Schedule Last topic
for Midterm 2 
S4.2 
S4.2#12, 13 
S4.2 #11, 14, 15, 32 S 3.9 # 15, 19, 32a (if dx
= .2 cm, find dy). 
11/17 M 
30 
M 11/17 
Optimization worksheet. Do the 2^{nd}
problem on the worksheet for Wed 11/19. 
S4.7 

S. 4.7 #1, 2, 7, 10, 12,
14, 47* 
Mon Dec 1 





Noon Tuesday Nov 18: hand
in review list of topics with self assessment and 1 test question with answer
key. 

31 
W 11/19 
More on optimization.
Generalized 1^{st}/2^{nd} Der Test for absolute max/min. 
S4.7 

Receive Midterm practice
test 

32 
F 11/21 
Review for Midterm 2 Chain Rule, related rates.
Then linearization, graphing. Answer key for Midterm2
Practice Test. 


Go over Midterm practice
test in class; get copy of answer key. 
Midterm will be handed out
on Friday 11/21 and will be due back at the start of class on Monday 11/24. 
33 
M 11/24 
AntiDerivatives 
S4.9 
Sect 4.9 #116, 27 
S. 4.9 #2, 3, 5,
8, 9, 12, 16, 28, 33, 35, 38, 57 ( a(t) = 9.8 m/s^{2}. What is initial
position and initial velocity?) 
Mon Dec 8. (There was a mix
up with this – I had meant it to be due on Dec 1^{st} but it
did not get uploaded). 
34 
W 11/26 
Optional Class: Hw review.
Midterms will be handed back in class. 


2^{nd} Connection
paragraph due on Discussion Board, Blackboard. 


F 11/28 
Thanksgiving Break 






Final Project: due 5pm on Thur Dec 11^{th}. Optional drafts due by 4pm Mon Dec 8^{th}. Wed Dec 10^{th} 4 pm.
End of consulting with Prof. Donnay 

Project Descriptions; Description of Project Writes Ups; List
of partners. Reflection Form for project. 

5pm on Thur Dec 11^{th}. Optional drafts due
by 4pm Mon Dec 8^{th}. 
35 
M 12/1 
Areas and Distances Worksheet on Areas and Boxes. Do Answer analysis for Wed Dec 3^{rd}. 
S5.1 
Mathematica
Redos are due by class on
Friday. 
Do Answer analysis for Wed Dec 3^{rd}.

Mon Dec 8^{th}.

36 
W 12/3 
Definite Integral 
S5.2 
Midterm 2Corrections due
(or on Friday if you need time); answer key available. Answer Key on reserve at Collier (also as pdf file). Post a response to someoneÕs Connection paragraph (by Monday) 
S.5.2# 1, 8 (plot
the points), 33 (find areas of various regions). 
Mon Dec 8^{th}. 
37 
F 12/5 
Fundamental Theorem And Definite Integrals 
S5.3 S5.4 
S5.3#1934 (do as many of
these as you want). 
Midterm 2 extra HW problems
due; answer key available. Worksheet on Definite Integrals (keep separate from regular
hw). S.5.1#12, 15 S.5.3 # 19, 22,
23, 25, 27, 29, 34, S5.4 #31 
Mon Dec 8^{th}. Mon Dec 8^{th}. 
38 
M 12/8 
Proof of Fundamental
Theorem 
S5.4 
Midterm 2 Redo due. Draft of Project due at
4pm. 


39 
W 12/10 
Last Class 


Questions about project
until 5:30 pm. 


Thur 12/11 



Connections Project due at
5pm. 





















