Math 202/202H
Calculus II

Week at a Glance:

Monday: Office hours 1-2

Tuesday: Final Exam 11:30-2:00


          
Homework:
    Note: * denotes written assignment

Section 6.1: 1-18, 27-31, 35-38
    Turn in: 8, 12, 13, 18, 36* (due 9/4)
    Graded Problem Solutions
Section 6.2: 1-20, 22-34, 39-46
    Turn in: 4, 34*, 40, 45 (due 9/11)
Miscellaneous Items:
Guide to Writing in Mathematics
Links to visualizations of solids of revolution:
    Texas A&M University
    YouTube

Comparing Approximation Methods

Slope Field Generator
   
 
Section 6.3: 1-21, 25-32
    Turn in: 12, 14, 28, 32* (due 9/11)
Section 6.4: 3-9, 15, 25
    Turn in: 4, 25 (due 9/18)
Section 6.5: 1-16, 25
    Turn in: 5, 10, 25 (due 9/18)
Section 6.6: 7-19
    Turn in: 8, 19* (due 9/25)
Section 7.2: 1-13, 20-31, 35, 36, 39-43, 53-61, 67
    Turn in: 4, 20, 36, 54, 58 (due 10/2)
Section 7.3: 1-21, 53-62
    Turn in: 6, 12, 62* (due 10/2)
Section 7.4: 1-33, 37-47
    Turn in: 8, 32* (due 10/9)
Section 7.5: 1-43, 49, 51
    Turn in: 10, 14, 30, 40 (due 10/9)
Section 7.7: 1-12, 19-21, 25-45
    Turn in: 6, 12, 26, 32, 44 (due 10/16)
Section 7.8: 3-40, 47-59, 64-65, 70-71
    Turn in: 6, 8, 48, 50, 70 (due 10/30)
Section 8.1: 1-30, 35
    Turn in: 12, 18, 22, 30 (due 10/30)
Section 8.2: 1-9, 10-13, 21-24, 27, 29-36
    Turn in: 2, 12, 30, 34* (due 11/6)
Section 8.3: 6-11, 20
    Turn in: 8, 20 (due 11/6)
Section 9.1: 1-34, 37-40, 42-43
    Turn in: 18, 28, 40* (due 11/13)
Section 9.2: 1-28
    Turn in: 4, 26* (due 11/13)
Section 9.3: 3-14, 26-27, 30
    Turn in: 4, 8, 10, 12, 26*, 30 (due 11/20)
Section 9.4: 3-23, 31-34
    Turn in: 4, 6*, 14 (due 11/20)
Section 9.5: 1-10, 29-35, 37
    Turn in: 8, 26, 30 (due 12/4)
Section 9.6: 1-32
    Turn in: 14, 16, 22, 28 (due 12/4)
Power Series: 9.8: 23, 25, 29-49, 57, 59, 65
Representation of Functions as Power Series: 9.10: 25, 45
Taylor and Maclaurin Series: 9.7: 7-25, 43, 45
                                          9.8: 1-21, 27, 55
                                          9.9: 23
                                          9.10: 5-13, 17-38, 42



   
Lecture Notes:
Section 6.1 - Area Between Two Curves
Sections 6.2 & 6.3 - Volume
Section 6.4  - Length of a Plane Curve
Section 6.5 - Area of a Surface of Revolution
Section 6.6 - Work
Section 7.2 - Integration by Parts
Section 7.3 - Integrating Trigonometric Functions
Section 7.4 - Trigonometric Substitutions
Section 7.5 - Integrating Rational Functions Using the Method of Partial Fraction Decomposition
Section 7.7 - Numerical Integration
Section 7.8 - Improper Integrals
Section 8.1 - Modeling with Differential Equations
Section 8.2 - Separation of Variables
Section 8.3 - Slope Fields and Euler's Method
Section 9.1 - Sequences
Section 9.2 - Monotone Sequences
Section 9.3 - Infinite Series
Section 9.4 - Convergence Tests
Section 9.5 - The Comparison Tests
Section 9.6 - Alternating Series, Absolute and Conditional Convergence
Power Series
Representaiton of Functions as Power Series
Taylor and Maclaurin Series