Martin Flashman's Courses
Math 109 Calculus I Spring, '00
MTWR(Optional F) 0900-0950 HGH 204
Final Examination:
Wednesday 5-10-00 08:00-10:00 or self scheduled- See Prof. Flashman

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Last updated: 4/7/00
 Tentative Schedule of Topics  (Subject to change) 4-7-00
 
Monday
Tuesday
Wednesday
Thursday 
week 1
1/17 No Class ML King Day
1/18 Introduction. Review- 1.1 Functions-
  1/19 Review. More on functions, TFigs, and graphs.
 1/20 Review: lines;max w/quadratics 
week 2
1/24 2.1 /2.6 Lines& Intro to tangents/ graph'l interpretation
1/25 2.1/2.6 Tangents
 1/26 Finish Tangent
Begin velocity/position
 1/27 more on velocity, rates...2.6 
week 3 POW I Due 2/1
1/31 The derivative: Def'n. + 3.1
2/1 The derivative: Def'n. + 3.1; 
2/2 More on the derivative- 3.1 & 3.2
2/3 More 3.2 Deriv. as function;
week 4 
Summary I Due 2/8
 2/7 rates 3.4 ; 
Leibniz Notation
 2/8 3.3 powers/sums/ scalars/polys.3.3
2/9  product  3.3
2/10  quotient 3.3
week 5 POW II Due 2/15
 2/14 More Quotient; begin sine.
2/15 sine  3.5 3.2;
Proofs of trig.
2/16 trig, ; 3.5
Begin:continuity and diff 3.2 2.5 
 2/17  Chain Rule  3.6
continuity defined.
week 6 Summary II Due 2/23
2/21 More continuity. Chain Rule  3.6
2/22 
More continuity.
Diff implies cont.(proof)
Begin Impl diff'n  3.7
2/23 More Implicit Diff'n.
Trig limits.3.5
 2/24 
Higher order derivatives 3.8
week 7(CR Oral)
POWIII due 2/29
2/28   related rates.3.9
Begin IVT 2.5(Bisection) 
2/29 Newton 4.9
3/1Start Extremes 4.1
 3/2 More on extremes 4.1
week 8 Exam 1 
3/7 6 pm & 3/8
3/6 Increasing / decreasing 4.3 Probability density
3/7 Breath (review)
Proofs of Extreme Value/Critical point 
Probability density 
  3/8 Probability density 
3/9
Applications of extrema.I 4.7 
Convexity and the Second Derivative 4.3
Mid Term Vacation 3/13 3/14 3/15 3/16
week 9 
3/20 More Extremes.
Asymptotes/etc 
3/21Asymptotes/etc 
Begin Mean Value Theorem . 
 3/22 More  MVT
Linear Estimates
3/23 The differential. 
week 10
3/27 More on differentials.
3/28 Differential Equations- What is a solution? 
 3/29 Anti-derivatives.
3/30 Tangent Fields and Integral Curves.
week 11
4/3 More Tangent fields and DE's. 
4/4Euler's Method 
4/5Area and estimates using euler sums. Area and Net change in position interpretations.
4/6 
The Fundamental Theorem I. 
week 12 
(Exam II Wed.)
4/10 The definite  integral-
Definition&Evaluation with the Fundamental Theorem. 
4/11More on using the definite integral.. 
4/12
Sums and integrals Interpret'n: negative values of integrals. 
Prop.s of def. integrals
4/13 Substitution. 
week 13
4/17   Change of variables.
4/18 Integrals by midpoints and endpoints. 
 More Basic properties of the definite integrals.
4/19 Applications-Prelude
Darts and the Mean
4/20Area between curves (dx) .
week 14
4/24 Area (dy).  Start Volumes.(X section) 
4/25 volumes (cross sections).
 4/26 More on volumes. (Discs)
4/27 Volume (washer)
FTof C (I) 5.3
week 15
5/1 
Average value of function 6.5
 5/2 work.6.4
5/3 More on volumes (Shells)...  and Proofs of the FT 's of C
5/4 Riemann Sums and more FTof C and work. Last class! 

Spring, 2000     Problem Assignments       M.FLASHMAN 
MATH 109 : CALCULUS I 
Stewart's Calculus 4th ed'n.
Section   Problems (*= interesting but optional) 
-------   --------------------------------------
                  Assignments and recommended problems I

1.1 1/19->    1,2,10,13,15,17,21,22,45, 47, 48, 51, 53
    1/19->  rev. sheet 1-3,6,13,15,16,18,19
    1/20->  Appendix B: 7-10; 17-20; 21-35 odd; 62
1.2 1/24->    1-5;8,10,11(Change!)
1.3 1/25->    3;5; 54, 55; *65
1.4 1/26->   1,3,37
2.1 1/26->   (i)1,2,4; 
    1/31->   (ii) 5,8
2.6 1/27->  (i)1(a),2(a),3(a)change!,5(ai,b)change!,6(ai,b)change!,9  
    1/31->  (ii)11,13,15,17-19
3.1  2/1-> (i)1-3,5,13-16
     2/2->  (ii)7,8,19-21,26,29
     2/2-> (iii)11,23
3.2  2/3->  (i)1,3-7; 17-23 odd
     2/21->  (ii) 31,32,37
 Review trig.. Appendix D Especially formulae 6-8,10,12,13
3.4  2/7&8-> (i) 1-3;11;21,23
     2/8-> (ii) 27,28,*33
                  Assignments and recommended problems II
3.3  2/9 -> (i)1-5, 7-15 odd, 28-30,43
    2/10->(ii) 8-16 even, 19-22; 55a, 56(a,b), 59a, 61-63, 66-68
    2/14->(iii) 83, 18, 23-25, 31; 49, 53, 54, 55 (b,c), 58, 65, 73, *74
2.5 2/23->(i)3,4,7,17-20,34,37
   3/1-> (ii) 38
   3/1->(iii) 41-45 odd,48, *(55,56), 59
3.5 2/16->(i) 1-3,5,10,11,13,22,23,28,31
    2/17->(ii) 4,6,9,21,26,33,45a,*34
    2/24->(iii) 35,36,38,39,43 
3.6 2/21->(i) 7-14 use Leibniz notation.
    2/22-> (ii) 16, 17,21,27,31,37,45,51,53,55,*57, 59, 63, *70
3.7 2/24-> (i) 5-10,, 15, 25, 26,29, 36, 37, *38
    2/28-> (ii) 41, 42, 51, *53
3.8 2/28-> (i) 1-15 odd, 21,31 (change)
   3/9-> (ii) 35,36,43,44,47,51, 53 *(57,62)
3.9 2/29->(i)3,5,11
    3/1->(ii) 7,10,12,16,19,31,32 
4.9 3/1->  (i) 1,3,5-7
    3/2->  (ii)11,15,16,25,*26,*27
                 Assignments and recommended problems III
 
4.1 3/2-> (i) 3-6;31-41 odd, 47,49,11,34,48
    3/6->(ii) 13, 51, 53, 57, *65
4.2 3/23-> 7,8,11,23 
4.3 3/7->(i)5,6, 8(a,b), 11(a,b), 25(a,b), 27 (a,b)
    3/20->   (ii)7,8, 11c, 17, 21-23, 25(c-d), 27(c,d), 47
4.4 3/22->(i) 3,4, 11-15, 31-34, 39-41
    3/23->(ii) 47-49, 55, 56
4.5 3/23-> (i) 1-11 odd, 31, 36

    3/26-> (ii) 27, 32, 35, 38
4.6 3/27-> 1,7, 10, 21
4.7 3/20-> (i) 1,2,7
    3/20-> (ii) 9, 15, 17, 29
    3/21-> (iii) 24, 34, 49, 53
    3/27 -> (iv) 48,50
3.10 3/26-> (i) 5,7,9
     3/26->(ii) 15-17, 21-25 odd, 31,33 
     3/27->(iii) 42-45

                 Assignments and recommended problems IV
IVA  3/27-> Read handout
     3/28-> 1(a,d,e,f,h),4,5(a,b),10
4.10  3/29-> (i) 1-3, 5-11 odd,15-17, 25-28
      4/3-> (ii)31-37 odd,41,47,51,52, 53, 55, 57
10.2  read 620-623 (i)3-6,7,9, *15, *17
     4/5-> read 624-626 (ii) 19a, 21, 24
IVD  4/3->1-11 odd
IVE  4/4-> (i)1,2 
     4/5->(ii) 5 (a,b), 7(a,b), 11(a,b)
IVF  4/6-> Read 
     4/10-> 1,3,5,13,15,17,19,21,23
5.3  4/11-> (i) 17-23 odd (Use F T of Calc)
     (ii) 39,49,51,
5.4   4/13->(i) 1-9 odd,17-27 odd, 45
     4/17-> (ii) 47-51 odd,53,55
5.5  4/17-> (i) 17-23
     4/18-> (ii) 37-41
                  Assignments and recommended problems V
5.2  4/19 ->(i)2,5,6,7,8,15-18,29,*30  
     4/20-> (ii)31-35(odd);39,43-46,47-57(odd),63
6.1  4/24-> (i) 1,2,7,11,15,16
     4/25-> (ii)3,4,17,19,45,29,33,39,41,*47
6.2  4/26-> (i)51,52,*61,1,3,7
     4/27-> (ii) 4, 19,23, 31, 32,
      5/1-> (iii) 5, 7, 10, 39, 40, *59
6.3   5/3->(i) 1, 3, 7, 8, 28
      (ii) 9, 13, 21, 29 , 41, 43
6.4   5/3-> (i) 3,5, 7
      5/3?-> (ii) 11,13
6.5   5/2-> 1,3,5,13-15
5.3  5/1-> (i) 1,3,4, 9
     5/2-> (ii) 5.7,11, 13, 39, *45, 49 
2.4
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Spring, 2000                                COURSE INFORMATION                                    M.FLASHMAN
MATH 109 : CALCULUS I                                MTWR 0900-0950 HGH 204
OFFICE: Library 48                                        PHONE:826-4950
Hours (Tent.):  MTWR 10:15-11:30  AND BY APPOINTMENT or chance!

E-MAIL:flashman@axe.humboldt.edu WWW:      http://www.humboldt.edu/~mef2/
***PREREQUISITE: Math 115 or Math code 50 or permission.



Back to Martin Flashman's Home Page :)

Back to HSU Math. Department :}