






















Date Due  Reading  Problems ( *= interesting but optional)  Optional  Viewing: Ed Berger CD Tutorial
[# of minutes] * means optional 
124  1.1  1,2,10,13,15,17,21,22,45, 47, 48, 51, 53  Introduction;
How to Do Math 

127  0.B2
[online]
Appendix B 
rev.
sheet (online): 13,6,13,15,16,18,19
pg. A15: 710; 1720; 2135 odd; 62 
Online Mapping Figure Activities  Functions [19] 
128  1.2  15;8,10,11  Average Rates of Change [11]  
130  1.3  3;5; 54, 55  *65  The Two Questions of Calculus [10] 
128  0.B2 [online]  # 19, 20, 21  
130  1.4  1,3,37  Parabolas [22]  
131  0.C [online]  [Models and Mathematics Probability ]  
131  2.1  Geom (i)1,2,4  Slope of a Tangent Line [12]  
23  2.1  Motion (ii) 5,8  Rates of Change, Secants and Tangents [19]  
23  DO NOT Read 2.6  p121,122: 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  
210  Summary of weeks 13 due by 5 pm  
24  2.6  Use the 4 steps method with x or t = a when appropriate in 11,13,1719; 15  Finding Instantaneous Velocity [20]  
26(i)
27(ii)&(iii) 
3.1  (i)1,7, 1316 Use the 4 steps method to find
f '(a)
(ii) 2,3, 8,26,29 (iii)11,1921,23 
Equation of a Tangent Line [18]  
210 (i)  3.2  (i)1,37; 1723 odd
(ii) 31,32,37,42 
(ii) 41  (i)The Derivative [12]
The Derivative of the Reciprocal Function [18] (ii)Differentiability [3] 
210
214 and 17(Review again!) 
Appendix D
Especially formulae 68,10,12,13 

Optional  CH. 5.15.3  TRIGONOMETRIC FUNCTIONS
(VIDEO)PRECALCULUS #8
CH. 5.45.6  TRIGONOMETRIC FUNCTIONS (VIDEO) PRECALCULUS #9 
Review of trigonometry on reserve in the library for Math 115.  
211 (i)
217(ii) 218(iii) 
3.4 (i) p 158160
(ii)161162, 165166 
(i) 13;11
(ii) 23,27,28 (iii) 12, 16, 20, 31 
(ii)*33  (i) Instantaneous Rate [15]
(ii)More on Instantaneous Rate [19] 
211(i)
213(ii) 214 (iii) 217 (iv) 
3.3(i) p 147150
(ii)p 151152 (iii) p 152155 
(i)15, 715 odd, 2830,43
(ii) 816 even, 1922; 55a, 56(a,b), 59a, 6163, 6668 (iii) 83, 18, 2325, 31 (iv)49, 53, 54, 55 (b,c), 58, 65, 73 
*74
*The Derivative of the Square Root [16] 
(i) Uses of The Power Rule [20]
(ii) Short Cut for Finding Derivatives [14] (iii)The Product Rule [21] (iv)The Quotient Rule [13] 
218(i)
220(ii) 221(iii) 
3.5 (i) pp170173
(ii)pp 173174 (iii)p175. 
(i) 13,5,10,11,13,22,23,28,31
(ii) 4,6,9,21,26,33,45a (iii)READ Examples 4 and 5 first! 35,36,38,39,43 
(ii) *34  *Review of Trig[12]
*Graphing Trig Functions[17] (i)The derivatives of trig functions [14] 
221  Read
online
Sens. Calc. 0.C on Probability Models 

224 (i)
225(ii) 
3.6 The Chain Rule
(i) pp177179 only! (ii) pp181,182 
(i) 714 use Leibniz notation.
(ii) 16, 17,21,27,31,37 (iii) 45,51,53,55, 59, 63 
(iii)*57,*70  (i) Introduction to The Chain Rule [18]
(ii)Using the Chain Rule [13] 
225 (ii)
227 (iii) 
3.2(ii)p 142Example 6
(iii)p1423. Differentiability and continuity 
(ii)33
(iii) 31,32,37 
(ii) 41  (ii)Differentiability [3] 
33  Read online
Sens. Calc. I.C.1 on Probability Models 

228(i)READ(&View) ONLY
33 (i) and view (ii) 34 (ii) 
3.7(i) pp 185188
(i)Read web materials on implicit differentiation. 
(i) 510, 15, 25, 26
(ii) 29, 36, 37, 41, 42, 51 
*38, *53  (i)Intro to Implicit Differentiation [15]
(ii) Finding the derivative implicitly [12] 
33(i) Read (&view) ONLY
34 (i) 310(ii) 310(iii) 
3.9 Related rates (i) pp199201
(ii) pp201203 
(i)3,5,11
(ii) 7,10,12 (iii)16,19,31,32 
(i)The Ladder Problem [14]
(ii) The Baseball Problem[19]or The Blimp Problem [12] 

227(i)
36 (ii) 37 (iii) 
3.8 Higher Order Derivatives
(i) pp192194 (iii)pp 195196 
(i) 115 odd, 21
(ii) 43,44,47,51 (iii)35,36, 53 
(iii) *(57,62)  (ii)Acceleration and the derivative.[5] 
225 and 227 Read only (i)
228 Do problems(i) and (ii) 34 (iii) Intermediate Values 
2.5 (i) pp 104106
(iii) pp 1112 
(i) 3,4,7,1720
(ii) 34,37, 38 (iii) 41,43,45,48, 59 
(iii)55, 56  (i)One Sided Limits [6] Continuity and discontinuity [4] 
36(i)
37(ii) 
4.9
Read web materials on Newton's Method. 
(i) 1,3,57
(ii)11,15,16,25 
(ii)*26,*27  
311(i)
313&14(ii)READ ONLY 325(ii) 41(iii) 
3.10 (i) 205207
(ii) 209210 Read web materials on differentials 
(i) 5,7,9
(ii) 1517, 2125 odd, 31,33 (iii) 4245 
(ii)Using tangent line approximations [25]  
312  Examination #1  Covers all assignments through 310.
Sections covered: 1.11.4, 2.1,2.5,2.6, 3.13.9,4.9 0.B2 , 0.C 

311(i)
313 or 14(ii) 314(iii) 
4.1(i)pp223227
(ii) pp228229 plus OnLine tutorial on Max/mins (iii) reread ... all 
(i) 36;3141 odd
(ii)47,49,11,34,48 (iii) 13, 51, 53, 57, *65 

314(i)
324(ii) 325(iii) 41(iv) 
4.7  (i) 1,2,7
(ii) 9, 15, 17, 29 (iii) 24, 34, 49, 53 (iv) 48,50 
(iii)The connection between Slope and Optimization
[28]
[optional] The Box Problem [20] 

324(i)
327(ii) 
4.3(i) 240242
(ii) 243246 
(i)5,6, 8(a,b), 11(a,b), 25(a,b), 27 (a,b)
(ii)7,8, 11c, 17, 2123, 25(cd), 27(c,d), 47 
(i)[Optional]{Intro to Curve Sketching [9]
Critical Points [18] The First Derivative Test [3] Regions where a function is increasing...[20] } (ii)Using the second derivative [17] Concavity and Inflection Points[13] The 2nd Deriv. test [4] Acceleration & the Derivative [6] 

328  2.2 pp7881 Vertical Asymptotes  8,9, 2124  Domain restricted functions ...[11] Vertical asymptotes [9]  
41(i)
41(ii) 
4.4 (i) 249255
Horiz. Asymptotes (ii) 
(i) 3,4, 1115, 3134
(ii) 3941, 4749, 55, 56 
(i)Horizontal asymptotes [18]
(ii)Graphing ...asymptotes [10] Functions with Asy.. and holes[ 4] Functions with Asy..and criti' pts [17] 

43(i)
44(ii) 
4.5 Read Examples 13!  (i) 111 odd, 31, 36
(ii) 27, 32, 35, 38 
(i)Graphs of Poly's [10]  
48 (i)
411(ii) 
4.6 (i) Read Examples 13!
(ii) Read Example 4 
(i)1,7
(ii) 10, 21 

43(i)
44 (ii) 
4.2  (i)7,8,11,23, 25
(ii) 15, 19, 33 
(i)Three Big Theorems [11]  
44(i)
47(ii) 
IVA(Online)
A java graph showing f (x)=P'(x) related for f a cubic polynomial 
(i)On
line IVA:1(a,d,e,f),10
(ii) 4, 5(a,b),8,11 
(ii) 6  Antidifferentiation[14] 
47(i)
48(ii) 410(iii) 
4.10  (i) 13, 511 odd,1517, 2528
(ii)3137 odd,41, 53, 55, 57 [revised 47] (iii)47,51,52 
(iii)Antiderivatives and Motion [20]
Antiderivatives of powers of x [18] 

47  IVB (Online) Read  
410(i)
418?(ii) 
10.2 (i) 620623
(ii) 624626 
(i)36,7,9
(ii) 19a, 21, 24 
(i)*15, *17  
48 Read only
410 
IVD (online)  111 odd (online)  
411(i)
414(ii) 
IVE (online)  (i)1,2
(ii) 5 (a,b), 7(a,b), 11(a,b) 

411  Lab assignment from 47  Lab assignment 47  
411  IVF READ  
414(i)
415 (ii) 417(iii) 
IVF(On line)  (i)1,3,5,13,15,17(online)
(ii) 19,21,23 (online) (iii) 33,34 

415(i)
417(ii) 
VA ( On Line) NEW!  (i)1,2
a (on line)
(ii) 5(a,b) 
2c  
415(i)
417(ii) 418(iii) 421(iv) 422(v) 
5.3 (i) and (ii) p342343
(iii) p338,340,341 
(i) 1723 odd (Use F T of Calc)
(ii) 18,20,22,29,31,35,37 (iii) 39 (iv) 5,7,12, 13 49 (v)51 
(iv)56  (iv)The Fundamental theorem[17]
Illustrating the FT[14] Evaluating Definite Integrals [13] 
418  Appendix E p.A34
Sum Notation 
pA38:14,1113,17,18  
418(i)
421(ii)&(iii) 
5.4 (i)and (ii)p347350
(iii)351352 
(i) 19 odd,10
(ii)1727 odd, 45 (iii) 4751 odd,53,55 

421  Summary due.  
423
Self Scheduled 
Examination #2  Covers all assignments though 418 (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, and Appendix E.  
422(i)
429(ii) 
5.5 (i) 356358
(ii) 359361 
(i) 14; 713 odd;
(ii)1723; 3741 
(i)Undoing the chain rule.[9]
(i)Integrating polynomials by Substitution [15] 

424(i)
51(ii) 
5.2 (i) p324326; Example 2a; 330331.
(ii)331334 
(i)2,5,6,7,8,1518,29
(ii)3135(odd);39,4346,4757(odd),63 
*30  
424  6.5  1,3,5,1315  Finding the Average Value of a Function [8]  
428(i)
429(ii) 51(iii) 
6.1 (i) pages 371374
(ii) pages 374376 
(i) 1,2,7,11,15,16
(ii)3,4,17, 19, 45 (iii) 29,33,39,41 
*47  (i)Area between two curves [9]
Limits of integrationArea [15] 
51(i)Read only!
52(i) 55(ii) 58(iii) 
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....  
55 Read only
56(i) and(ii) 
6.4 p394395  (i) 3,5, 8
(ii) 11,13 
Work....
Hooke's law 

2.4?  
59 read(i)  (i) Sens. Calc. I.C.1 on Probability Models  
58  5.1  3,11,13,14 
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Every week (with some exceptions) teams will submit a response to
the "problem/activity of the week."
All cooperative problem work will be graded +(5 well
done), ü(4
for OK), (3 acceptable), or unacceptable(1) and will be used in determining
the 50 points allocated for cooperative assignments.
Reality Quizzes  150 points 
Oral Quiz  20 points 
2 Midterm Examinations  200 points 
Homework  130 points 
Cooperative work  50 points 
Final Examination  200/300 points 
Total  750/850 points 
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