I  II  III  IV  V 
Spring, 2000 Problem Assignments(Tentative as of 11500) M.FLASHMAN Section Problems (*= interesting but optional; SC= SelfCheck)   Assignments and Recommended problems I
1/19> rev. sheet 1.1: 1/20> 123 odd; 4551 odd;111,112,115,116 1.2: 1/20> (i)14,1315,2325,3336 1/24>(ii)5355,6567,89,95,99 1.3: 1/24> 119 odd 1.4: 1/25 >(i)114;17,23,2730,45,51,53 1/26> (ii)5557,69,71,73 2.1: 1/26 > (i)SC:13; 15,9 (also draw Tfigs to illustrate these functions);13,15,31 1/27 > (ii)3343 odd (also sketch Tfigs);55,58,59,63,65,69, *73 * 2.1T: 15 odd; 11, *43 2.3: 1/31 >(i)1518;23,26,*28,29 2/1> (ii)32,33,36,37,41,47,48
Assignments and recommended problems II 2.6 2/2> (i) 2,3,5, *8,13,15 2/3> (ii) 27, 29, 19, 21, 31, 34, 51 2/7> (iii) 30, 33 *2.6T: 19 odd 3.1 2/7> (i) 121 odd, 22, 27,30, 35, 36, *67 2/8> (ii) 4143,46,49; 55,57, 62, 63 3.2 2/9> (i) 19 odd, 12, 31, 32, 39 2/10> (ii) 1523 odd, 33, 37, 46 2/15> (iii) 49,51,54, 58 3.3 2/16>(i) 19 odd;24,47 (ii) 29,31,, 53, 57,65,*69 3.4 2/15> (i)15 2/16> (ii) 11, 13,16, 17, 19 BREAK>>>> DUE 3/20 Read handout plus pp 221225. (iii) 2327 odd,29,30 3.5 2/17> 113 odd, 2124, 29, 31, 32 3.6 2/17> (implicit diff'n) (i) 1,3,5, 911, 31 2/22> (related rates) (ii) 15, *29, 39, 4345,48 2/22> (iii) 51, 55 3.7 2/23> (i) 19 odd, 1517, 27,29 2/24> (ii) 33,3538, 41,43 2.4 2/28> 19 odd 2.5 2/28> (i)119 odd,39,41 2/29> (ii) 4349 odd, 63, 71, 73, 76, 80 2/29> pp 130133 IVT & bisection (iii) 87, 88, 93 2.6 pp156158 "Diff implies cont" *57 Assignments and recommended problems III
4.1 3/1> (i)17 odd, 1317, 3740, 4447 3/2> (ii) 2127 odd, 49 57 odd, 73, 77 3/6> (iii) 6064, 72 4.4 3/2> (i) 2,5,7,8,15,17,19,39, 41 3/6> (ii) 1931 odd ; 45,49, 52, *55 4.5 3/8> (i) 1,3, 15 3/20> Read Example 5 (ii) 5, 22 4.2 3/8> (i) 111 odd, 16, 2327 odd 3/20> (ii) 26, 4549 odd, 75, 79 4.3 3/21>(i) 29, 30, 32,33,35, 37,43 3/22>(ii) 40,45,65, 68 3/23>(iii) asymptotes: 115 odd,2022, 61
Assignments and recommended problems IV 5.1 3/21 > READ 362364 (i) 1,4,7,10,13,16,19,22,25 3/22 > (ii)27,29,31,32 5.2 3/23> (i) 125 odd 3/27> (ii) 20,22,27,29,31, 3337 odd 5.3 3/29> (i) 111 odd 3/30> (ii) 1323 odd 5.4 3/29> (i) 117 odd,6,18, 29 3/30> (ii) 14,23,27,31,34,35,41, 45, 46 3/30> (iii) 49, 53 5.5 4/3> (i) 117 odd, 6,18, 29 4/3> (ii) 4, 14, 35, 37, 47, 49, 53, 55 4/4> Handout problems on logs and exponentials. 5.6 4/5> 3,7,*9, 11, 15 6.1 4/5> (i) 119 odd 4/6> (ii) 2330, 5157 odd, 61 4/6> (iii)65, 67, 69, 79 IV.E 4/11> 1a,c; 3a,c; 5a,b; 13 a,b; 21 IV.F 4/17> 1, 3, 7,9, 19, 21. 6.4 4/17> (i) 511 odd, 2329 odd Assignments and recommended problems V 6.4 4/18>(ii)10, 12, 1922, 3137 odd 4/19> (iii) 4144 6.2 4/18> (i) 113 odd 4/19> (ii) 1927 odd, 6,8, 51,53 (iii) 4547, 57, 59, 63 6.5 4/19> (i) [sub.] 111 odd 4/20> (ii) 2,4, 16, 2933 odd 4/20> (iii) 41, 42, 43 6.6 4/20> area (i) 17 4/24> (ii) 923 odd, 3537 (iii) 2730, 44 6.7 4/24> surplus (i) 17 odd 4/25> value (ii) 917 odd
7.4 4/25>(i) 17 odd,15, 17, 19 5/2> (ii) 35, 37, 39,45
8.1 4/26> 17 odd; 19, 20,25, 28,29, 35 8.2 4/27> 15,1117 odd; 2329 odd, 41,43 8.3 5/1> 21, 23, 25 5/4*> 17 odd 8.4 5/3> 1,3,*16

Monday  Tuesday 


Week 1  1/17 M.L.King Day
No Classes 
1/18 Course Introduction  1/19 Numbers, Variables, Algebra Review 1.1&1.2  1/20 More Algebra review and The coordinate plane1.3 Begin Functions. 
Week 2  1/24 More Algebra review.
Lines 1.4 Begin Functions. 2.1 
1/25 Functions and models. 2.1 & 2.3  1/26 The fence problem: functions, graphs, technology.  1/27 Slopes, rates and estimation. 
Week 3  1/31 The Derivative I 2.6
Motivation: Marginal cost, rates and slopes. 
2/1 The Derivative II 2.6  2/2 Derivative Calculus I 3.1
Backup: limits 2.4 
2/3 Derivative Calculus I 3.1 
Week 4
First Summary due:2/8 
2/7 Calculus II 3.2  2/83.1 Justify Sums.
3.2 product rules 
2/9 3.2 Justify product; quotient rule.  2/10 3.3 The Chain Rule
3.4 Marginal Applications 
Week 5
First POW due:2/17 
2/14 Class Cancelled (power failure)  2/15 3.3 More Chain Rule  2/16 3.5
Higher order Derivatives Implicit Differentiation 3.6 
2/17 Related Rates 3.6 
Week 6
Second Summary due: 2/22 
2/21 More related rates. Start Differentials.  2/22 Differentials 3.7  2/23 Backup: limits and continuity 2.4 & 2.5  2/24 More on Continuity. 
Week 7
POW II due: 3/1 
2/28 IVT.2.5  2/29
First Derivative Analysis 4.1 
3/1  3/2 Optimization I 4.4
Curve Sketching I 4.3 
Week 8
Summary III due: 3/7 
3/6 Review
Optimization I 4.4 
3/7 DARTS?
Second Derivative Analysis 4.2 Optimization II 4.5 
3/8 More Optimization  3/9 Examination I (covers through 4.1 and 4.4) 
MidTerm Vacation  3/13  3/14  3/15  3/16 
Week 9  3/20 More Curves III 4.3  3/21Start Exponential and Logarithmic functions 5.1  3/22 Logarithmic functions 5.2  3/23 more on logs.
[Review of Exam I] 
Week 10 POW III  3/27Interest and value5.3  3/28 Finish Interest. 5.3
Derivatives of exponentials 5.4 
3/29 More on exponentials in functions. 5.4  3/30
derivatives of Logarithms 5.5 
Week 11  4/3
Models using exponentials 5.6 
4/4
Begin Differential equations and integration 6.1 
4/5 More on de's and integration  4/6 
Week 12  4/10 Euler's Method IV.E  4/11Euler's Method and Area  4/12 The definite integral. 6.3
FT of calculus I 6.4 ? 
4/13 Examination II (covers from 4.1 to 6.1 ) 
Week 13  4/17 Substitution 6.2  4/18 More on the definite integral.
Applications 6.5 
4/19 More area/ and applications 6.5&.6.6
. 
4/20Surplus 6.7 
Week 14  4/24 Value 6.7Improper integrals and value. 7.4  4/25 Intro to functions of 2 or more  4/26 Partial derivatives. 1st order .  4/27 .2nd order partial derivatives. 8.2
Extremes 8.3 (Critical points) 
Week 15 (last wek of classes)  5/1More on improper integrals.
More on value. 
5/2 Least Squares.  5/3
Misc.OtherApplications (volume) 
5/4 Integration with technology.
LAST CLASS :) 
Week 16 Final Exam Week  5/8  5/9*Final Exam
15:0017:00 
5/10  5/11 
*Final examination may be selfscheduled M,T,W, or R. Contact Professor Flashman.
Math 106, Spring, '00 CHECKLIST FOR REVIEWING FOR THE FINAL M. Flashman * indicates a "core" topic. I. Differential Calculus: A. *Definition of the Derivative Limits / Notation Use to find the derivative Interpretation ( slope/ velocity ) B. The Calculus of Derivatives * Sums, constants, x n, polynomials *Product, Quotient, and Chain rules *logarithmic and exponential functions Implicit differentiation Higher order derivatives C. Applications of derivatives *Tangent lines *Velocity, acceleration, marginal rates (related rates) *Max/min problems *Graphing: * increasing/ decreasing concavity / inflection *Extrema (local/ global) Asymptotes The differential and linear approximation D. Theory *Continuity (definition and implications) *Extreme Value Theorem *Intermediate Value Theorem E. Several Variable Functions Partial derivatives. (first and second order) Max/Min's and critical points. II. Differential Equations and Integral Calculus: A. Indefinite Integrals (Antiderivatives) *Definitions and basic theorem *Simple properties [ sums, constants, polynomials] *Substitution *Simple differential equations with applications B. Euler's Method, etc. Euler's Method *Simple differential equations with applications Tangent (direction) fields/ Integral Curves C. The Definite Integral Definition/ Estimates/ Simple Properties / Substitution *Interpretations (area / change in position/ Net costrevenuesprofit) *THE FUNDAMENTAL THEOREM OF CALCULUS  evaluation form Infinite integrals D. Applications *Recognizing sums as the definite integral *Areas (between curves). Average value of a function. Present Value. Consumer Savings.Back to Martin Flashman's Home Page :) Back to HSU Math. Department :}
Back to Martin Flashman's Home Page :) Back to HSU Math. Department :}
EMAIL:flashman@axe.humboldt.edu
WWW: http://www.humboldt.edu/~mef2/
***Prerequisite: HSU MATH 42 or 44 or 45 or math code 40.
On alternate weeks 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  100 points 
2 Midterm Examinations  200 points 
Homework  50 points 
Cooperative work  50 points 
Final Examination  200 points 
Total  600 points 
** See the course schedule for the dates related to the following:
Back to HSU Math. Department :}