Date Due  Reading  Problems 
Optional  Viewing: Ed Berger CD Tutorial
[# of minutes] * means optional 
62 HW #1 
SC 0.B2
[online] 1.1 
rev.
sheet (online): 13,6,13,15,16,18,19 1.1: 1,2,10,13,15,17,21,22,45, 47, 48, 51, 53 
Introduction;
How to Do Math 

63 HW#2 
Appendix B SC 0.B2 [online] 
pg. A15: 710; 1720; 2135 odd; 62 
Online Mapping Figure Activities  Functions [19] 
67 HW#3 
1.2
1.3 1.4 
15;8,10,11
3;5; 54, 55 1,3,37 
SC 0.B2 On line #
19, 20, 21 
Parabolas [22] Average Rates of Change [11] The Two Questions of Calculus [10] 
68 HW #4 
2.1  Geom (i)1,2,4  0.C [online] Models and Mathematics Probability  Slope of a Tangent Line [12] 
69 HW#5 
2.1  Motion (ii) 5,8  Rates of Change, Secants and Tangents [19]  
610 HW #6 
DO NOT Read 2.6  p119: 1(a),2(a),3, 5(a[ignore i and ii.Use 4steps as in class],b), 6(a[ignore i and ii.Use 4steps as in class],b), 9 
Finding Instantaneous Velocity [20]  
614 HW #7 
2.6 3.1 Read Appendix D Especially formulae 68,10,12,13 
2.6: Use the 4 steps method with x or t = a when appropriate
in 11,13,1719; 15 3.1: 1,7, 1316 Use the 4 steps method to find f '(a) 
The Derivative [12]
The Derivative of the Reciprocal Function [18] 

615 HW#8 
3.1 3.2 3.4 (i) p 157159 
3.1: 2,3, 8,26,29; 11,1921,23 3.2: 1,47; 1923 odd 3.4: 13;11 
Equation of a Tangent Line [18] Instantaneous Rate [15] 

616 HW #9 
3.2 3.4 (ii)160161, 164165 3.3(i) p 145149 
3.2:35,36,41,46 3.4: 29,30 3.3: (i)15, 715 odd, 3436,45 
Differentiability [3] More on Instantaneous Rate [19] Uses of The Power Rule [20] 

617 HW #10 
3.3(ii)p 150151 
3.3: 1720; 2326; 57a,58(a,b),61a, 6567,7072 
*The Derivative of the Square Root [16] 
Short Cut for Finding Derivatives [14] The Product Rule [21] Review of Trig[12] 
621 HW #11 
3.3 p 152155 3.5 (i) pp169172 
3.3: 87, 22, 2729, 51, 55, 56, 57(b,c), 60, 69 3.5: 1,2,5,9,10,13,23, 25 
The Quotient Rule [13] The derivatives of trig functions [14] 

622 HW #12 
3.5(ii)pp 172173
(iii)p1734. 
3.5: 3,4,6, 15,21,27, 33 
*Graphing Trig Functions[17] 
Introduction to The Chain Rule [18] 
623 HW#13 
3.5 READ Examples 4 and 5 first! 3.6 The Chain Rule pp176 though 178 Ex.2 only! 3.2 p 139142 
3.5: 35,36,38,39,43 3.6: 714 use Leibniz notation. 3.2: 35,36, 41 
Read
online
Sens. Calc. 0.C on Probability Models 
Using the Chain Rule [13] 
624 HW #14 
3.6 pp180181 3.7 pp 184187 Read web materials on implicit differentiation. 
3.6: 16, 17,21,29,35,39 3.7: 510, 15, 25, 26 
Differentiability [3] Intro to Implicit Differentiation [15] 

628 HW#15 
3.6 3.9 Related rates pp198201 3.8 Higher Order Derivatives pp190194 
3.6: 45,51,53,55, 59, 63 3.7: 29, 41, 42, 51 3.9: 3,5,11 3.8: 115 odd, 21 
3.7:*36 
Finding the derivative implicitly [12] The Ladder Problem [14] Acceleration and the derivative.[5] 
629 HW #16 
3.8 2.5 (i) pp 102104 ((ii) pp109110 4.9 Read web materials on Newton's Method. 
3.8:43,44,47,51; 35,36, 53 2.5: (i) 3,4,7,1720 , 34,37,39 2.5: (ii) 41,43,45,48, 59 4.9: 1,3,57, 27 
The
Baseball Problem[19]or The Blimp Problem [12] 4.9:*(11,15,16,25) 
Acceleration and the derivative.[5] One Sided Limits [6] Continuity and discontinuity [4] 
Examination #1 
Covers all assignments through Tuesday, 629. [HW 116]
Sections covered: 1.11.4, 2.1,2.5,2.6, 3.13.9,4.9 0.B2 , 0.C 

71 HW #17 
3.10 pp 205207 Read web materials on differentials 
3.10: 5,7,9,10;1517, 2125 odd, 31,33 
Using tangent line approximations [25] 

76 HW #18 
4.1 IVA(Online) 
The connection between Slope and Optimization
[28] 

77 HW#19 
4.1 plus
OnLine tutorial on Max/mins IVA(Online) 
4.1:36, 3141 odd,:45,47 4.7:1,2,7,9 On line IVA:1(a,d,e,f),10 
Intro to Curve Sketching [9]
Critical Points [18] 

78 HW#20 
IVA(online) 4.2 4.3 pp 240242 IVB (Online) Read 
4.1: 11, 34, 36,51; 55 4.3: 5,6, 8(a,b), 11(a,b) 4.7: 15,17,29 IVA: 4, 5(a,b),8,11 
4.4:*69 
The First Derivative Test
[3] Regions where a function is increasing...[20] Antidifferentiation[14] 
712 HW #21 
4.2 4.3 pp243246 4.10 
4.2:7,8,11,23, 25 4.3: 7,8, 11c, 17, 23,24, 27(c,d), 29(c,d), 47 4.7: 24, 34, 49, 53 4.10: 39 odd, 1315, 2325 
[optional] The Box Problem [20]  Using the second derivative
[17] Concavity and Inflection Points[13]
The 2nd Deriv. test [4] Acceleration & the Derivative [6] 
713 HW #22 
4.2 4.3 4.7 A java graph showing f (x)=P'(x) related for f a cubic polynomial 
4.2:15, 19,33 4.10: 2935odd; 41,53, 55, 57 4.7: 52 
Antiderivatives of powers of x [18]  Three Big Theorems [11] Antiderivatives and Motion [20] Graphs of Poly's [10] 
714 HW #23 
2.2 pp7779 Vertical Asymptotes 4.4 pp 249255 IVD (online) 4.10 
4.7:54 4.10: 47,51,52 IV.D: 111 odd (online) 
The connection between Slope and Optimization [28]  Domain restricted functions ...[11] Vertical asymptotes [9] Horizontal asymptotes [18] 
715 HW #24 
2.2 pp7779 Vertical Asymptotes 4.4 pp 249255 IVE (online) 
2.2: 8,9, 2327odd 4.4: 3,4, 913 , 3538 IV.E: 1,2 
Graphing ...asymptotes [10]
Functions with Asy.. and holes[ 4] Functions with Asy..and criti' pts [17] 

719 HW #25 
4.4 4.5 Read Examples 13! 10.2 pp628634 IV.F READ 
4.4: 4345, 5153, 59, 60 4.5:111 odd, 31, 36 10.2: 36, 7, 9, 19a,21, 
10.2:24 

720 HW #26 
4.5 5.5 pp360362 IVF(On line) 
4.5: 27, 31, 35, 37 5.5: 14; 713 odd IV.F: 1,3,5,13,15,17(online) 

721 HW#27 
VA
( On Line) 5.3: ex 5ex 7 4.6 (i) Read Examples 13! 
V.A: 1,2
a (on line) 5.3:1925 odd (Use F T of Calc) 4.6: 1,7 

722 HW#28 
VA
( On Line) Appendix E p.A34 Sum Notation 5.4 pp350354 
VA :
5(a,b) pA38:14,1113,17,18 5.3: 2739 odd 5.4: 19 odd 
Undoing the chain rule.[9]
Integrating polynomials by Substitution [15] 

726 HW #29 
5.5 pp363364 5.3 pp 340344 
5.5: 1723; 3741 5.3: 3, 5,7,12, 13,49 
The Fundamental theorem[17]
Illustrating the FT[14] Evaluating Definite Integrals [13] 

729  Examination #2 Sample Exam Posted on Blackboard. 
Covers all assignments though 726 (Mainly material not covered in Examination #1)Tentative sections covered: 3.10, 4.14.7, 4.10, 10.2, IVA, IVB, IVD, IVE, VA, 5.3, 5.4, 5.5 and Appendix E.  
727 HW #30 
5.2: pp 332336 6.5 
5.4: 4549 5.2: 5, 17,19, 33,37, 48,49 6.5:1,3,5,1315 
Finding the Average Value of a Function [8]  
728 HW #31 
6.1 pages 371374 Probability and DARTS 
6.1: 1,2,7,11,15,16  Area between two curves [9]
Limits of integrationArea [15] 

82 HW#32 
6.1 pages 374376 6.2 pp 382385 
6.1: 3,4,17, 19, 45 
Finding volumes using cross sectional slices. Solids of revolution 

83 HW#33 
6.2 pp 382385,  388 6.4 p394395 
6.1: 29,33,39,41 6.2: 1,3,4,7 6.2: 5,10,19,23, 31, 32 6.4: 3,5,8 
6.4:11, 13 
Work....
Hooke's law 
Inventory of old assignments from the 4th Edition. 

3.9 (ii) pp201203 
(i)
(ii) 7,10,12 (iii)16,19,31,32 
(ii) 

4.6 (i) Read Examples 13!
(ii) Read Example 4 
(i)1,7
(ii) 10, 21 

(i)36,7,9
(ii) 19a, 21, 24 
(i)*15, *17  
Lab assignment from 47  Lab assignment 47  
6.5  1,3,5,1315  
6.2 (i) pp 378381
(ii) pp 381384 (iii)p 385386 
(i)1,3,4,7
(ii) 5,10,19,23, 31, 32 (iii) 39, 40,51,52 
*61,*59  (i)Finding volumes using cross sectional slices.
Solids of revolution (ii)The disc method along the yaxis. The washer methods... 

6.3  (i)1, 3, 7, 8, 28
(ii) 9, 13, 21, 29 , 41, 43 
Shells....  
2.4?  
5.1  3,11,13,14 
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This requirement helps students cope with, and participate in,
the changing world. Recognizing the importance of scientific methods
as investigative tools, the courses present science as a unified
discipline with a major impact on the human condition.
In particular this course attempts to enhance the general education
goals to:
Reality Quizzes  150 points 
CD Tutorials 
50 points 
2 Midterm Examinations  200 points 
Final Examination  200/300 points 
Total  600/700 points 
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