Slides & Notes

Section Topics Notes
Lec1 Lecture1  
5.3  The Definite Integral  
5.4  The Fundamental Theorem of Calculus  
5.5  Indefinite Integrals and the Substitution Method  
5.6  Area Between Curves  
ch5 Chapter 5 problems  trigFormula  
6.1  Volumes Using Cross-Sections  (1 , graph_ppt, graph_pdf)  
6.2  Volumes Using Cylindrical Shells  
6.3  Arc Length  
6.4  Areas of Surfaces of Revolution  
ch6 Chapter 6 problems   Exam1_Rev  
7.1  The Logarithm Defined as an Integral  
7.3  Hyperbolic Functions  
8.1  Integration by Parts  
8.2  Trigonometric Integrals  
8.3  Trigonometric Substitutions  
8.4  Integration of Rational Functions by Partial Fraction  
8.7  Improper Integrals  summ   summ2  
ch8 Chapter 8 problems   STRATEGY FOR INTEGRATION   exam2Mat  
10.1  Sequences  
10.2  Infinite Series  
10.3  The integral Test  
10.4  Comparison Tests  
10.5  The Ratio and Root Tests  
10.6  Alternating Series, Absolute and Conditional Convergence  
Tests  Summary of Tests and Strategy for Testing Series  
10.7  Power Series  
10.8  Taylor and Maclaurin Series  (Maclaurin)

 Taylor and Binomial in one file
10.9*  Convergence of Taylor Series (Taylor) * Theorem 24 and Examples 2 & 3 are not included
10.10**

 The Binomial Series and Applications of Taylor Series (Binomial , Application)

 ** Students are required to know the series listed in Table 10.1, P. 620
  FinalExam Rev  
  Review:  more_problems  QR2  
   exam1 for term112  
  Representations of Functions as Power Series 11.9
  Average Value of a Function 6.5
  Strategy for Integration 7.5
    webct
    QR
    MCQ1,   MCQ2    QR99