Date Due  Reading  Problems 
Optional  Viewing: Ed Berger CD Tutorial
[# of minutes] * means optional 
61 
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 
SC 0.B1 Numbers [online] 
Introduction;
How to Do Math 
61and 2 
Appendix B SC 0.B2 [online] 
pg. A15: 710; 1720; 2135 odd; 62 
Online Mapping Figure Activities  Functions [19] 
66 
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 Mechanical universe (Television program) VIDEO1364 Derivatives VIDEO1366 Integration 
Parabolas [22] Average Rates of Change [11] The Two Questions of Calculus [10] 
67 
2.1  Geom (i)1,2,4  0.C [online] Models and Mathematics Probability  Slope of a Tangent Line [12] 
67 and 68 
2.1  Motion (ii) 5,8  Rates of Change, Secants and Tangents [19]  
68 
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] Equation of a Tangent Line [18] 

68 and 9 
2.6 3.1 
2.6: Use the 4 steps method with x or t = a when appropriate
in 11,13,1719; 15 3.1: 1,7 Use the 4 steps method to find f '(a) 
The Derivative [12]
The Derivative of the Reciprocal Function [18] 

69 
3.1 3.2 pp134138 3.4 pp 157159 
3.1: 2,3, 8, 26,29; 1921,23 3.2: 1,47; 1923 odd 3.4: 13 
3.1:11 3.4:11 
Instantaneous Rate [15] Uses of The Power Rule [20] 
613 and 14 
3.3 pp 145149 Read Appendix D Especially formulae 68,10,12,13 
3.3: 15, 715 odd, 3436,45 3.3: 1720; 2326; 57a,58(a,b),61a, 6567,7072 
Read 3.4 pp160161, 164165 3.4: 29,30 *The Derivative of the Square Root [16] 
More on Instantaneous Rate [19] Short Cut for Finding Derivatives [14] The Product Rule [21] Review of Trig[12] 
614 and 15 Summary #1 Due by 4:00 pm 
3.3pp 150155 3.5 (i) pp169172 Read web materials on trigonometric derivatives. 
3.5: 1,2,5,9,10,13,23, 25 3.3: 87, 22, 2729, 51, 55, 56, 57(b,c), 60, 69 
The Quotient Rule [13] The derivatives of trig functions [14] 

616 
3.5(ii)pp 172173  3.5: 3,4,6, 15,21,27, 33 
*Graphing Trig Functions[17] 
Differentiability [3] 
620 
3.2 pp 139142 3.5 p1734.READ Examples 4 and 5! 
3.2:35,36,41,46 3.5: 35,36,38,39,43 
Read
online
Sens. Calc. 0.C on Probability Models 

621 
3.6 The Chain Rule
pp176 though 178 Ex.2 only! 3.6 pp180181 
3.6: 714 use Leibniz notation. 3.6: 16, 17,21,29,35,39 
Introduction to The Chain Rule [18] Using the Chain Rule [13] 

622 
3.6
3.7 pp 184187 Read web materials on implicit differentiation. 
3.6: 45,51,53,55, 59, 63
3.7: 510, 15, 25, 26 3.7: 29, 41, 42, 51 
3.7:*36 
Intro to Implicit Differentiation [15] Finding the derivative implicitly [12] The Ladder Problem [14] Acceleration and the derivative.[5] 
623 
3.9 Related rates pp198201 3.8 Higher Order Derivatives pp190194 3.8 2.5 (i) pp 102104 ((ii) pp109110 
3.9: 3,5,11 3.8: 115 odd, 21 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 
The
Baseball Problem[19]or The Blimp Problem [12] 
Acceleration and the derivative.[5] One Sided Limits [6] Continuity and discontinuity [4] 
628 and 29 Summary 2. 
4.9
Read
web materials on Newton's Method. 3.10 pp 205207 Read web materials on differentials 
4.9: 1,3,57, 27 3.10: 5,7,9,10; for 
4.9:*(11,15,16,25)  Using tangent line approximations [25] 
627  Examination #1  Covers all assignments through that assigned for 628. Sections covered: 1.11.4, 2.1,2.5,2.6, 3.13.9 0.B2 , 0.C  
630  3.10 4.1 
3.10:1517, 2125 odd, 31,33  SC IVA(Online)  The connection between Slope and Optimization
[28] 
75 
4.1 plus
OnLine tutorial on Max/mins SC IVA(Online) 
4.1:36, 3141 odd,:45,47 On line IVA:1(a,d,e,f),10 
Intro to Curve Sketching [9]
Critical Points [18] 

76 
SC IVA(online) More 4.1 SC IVB (Online) Read 
4.1: 11, 34, 36,51; 55 4.7:1,2,7,9 4.7: 15,17,29 IVA: 4, 5(a,b),8,11 
4.4:*69  Antidifferentiation[14] 
77 
4.2 4.10 
4.2: 7,8,11,23, 25 4.7: 24, 34, 49, 53 4.10: 39 odd, 1315, 2325 
[optional] The Box Problem [20]  Three Big Theorems [11] Acceleration & the Derivative [6] 
711 
4.2 4.3 pp 240242 4.7 A java graph showing f (x)=P'(x) related for f a cubic polynomial 
4.2:15, 19,33
4.3: 5,6, 8(a,b), 11(a,b) 4.10: 2935odd; 41,53, 55, 57 4.7: 52 
Antiderivatives of powers of x [18]  The First Derivative Test
[3] Regions where a function is increasing...[20] Antiderivatives and Motion [20] Graphs of Poly's [10] 
712 
4.3 pp243246 4.4 pp 249255 SC IVD (online) 4.10 
4.3: 7,8, 11c, 17, 23,24, 27(c,d), 29(c,d), 47 4.7:54 4.10: 47,51,52 IV.D: 111 odd (online) 
The connection between Slope and Optimization [28]  Using the second derivative
[17] Concavity and Inflection Points[13]
The 2nd Deriv. test [4] Domain restricted functions ...[11] 
713 
2.2 pp7779 Vertical Asymptotes 4.4 pp 249255 SC 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] 
Horizontal asymptotes [18] 
714 and 18 
4.4 4.5 Read Examples 13! 10.2 pp628634 SC 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 
Vertical asymptotes [9] 
718 Summary # 3 due by 4pm. 
4.5 SC IVF(On line) 
4.5: 27, 31, 35, 37 IV.F: 1,3,5,13,15,17(online) 

719 
SC VA
( On Line) 4.6 Read Examples 13! 
V.A: 1,2
a (on line) 5.3:1925 odd (Use F T of Calc) 4.6: 1,7 
The Fundamental theorem[17]
Illustrating the FT[14]
Evaluating Definite Integrals [13] 

720 
SC VA
( On Line) 5.5 pp360362 5.3: ex 5ex 7 Appendix E p.A34 Sum Notation 5.4 pp350354 
VA :
5(a,b) 5.5: 14; 713 odd pA38:14,1113,17,18 5.3: 2739 odd 5.4: 19 odd 
Undoing the chain rule.[9]
Integrating polynomials by Substitution [15] 

721 
5.5 pp363364 5.3 pp 340344 
5.5: 1723; 3741 5.3: 3, 5,7,12, 13,49 


725 
Examination #2 Sample Exam Posted on Blackboard. 
Covers all assignments though *** (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.  
726 
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]  
727 
6.1 pages 371374 
6.1: 1,2,7,11,15,16  Area between two curves [9]
Limits of integrationArea [15] 

728 and 81 
6.1 pages 374376 6.2 pp 382385 
6.1: 3,4,17, 19, 45 6.2: 1,3,4,7 
Finding volumes using cross sectional slices. Solids of revolution 

81 and 82 
6.2 pp 382385,  388 
6.1: 29,33,39,41 6.2: 5,10,19,23, 31, 32 
The disc method along the yaxis.
The washer methods... 

82 
6.3 6.4 p394395 Probability and DARTS 
6.3: 1, 3, 7, 8, 28 6.4: 3,5,8 
6.4:11, 13  Work....
Hooke's law Shells.... 
83! 
The 20 minute review.  
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  
6.2 (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 


6.3 
6.3: 9, 13, 21, 29 , 41, 43  
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 
** See the university course schedule for the dates related to the following :