Topic Lesson Plans Work Sheets Source Files
Sections 5.1-5.5. Review of Integration lecture01.pdf worksheet01.pdf lecture01.tex
worksheet01.tex
Section 5.5. Integration by Substitution lecture02.pdf worksheet02.pdf lecture02.tex
worksheet02.tex
Section 5.6. Integration by Parts lecture03.pdf worksheet03.pdf lecture03.tex
worksheet03.tex
Section 5.7. Additional Techniques of Integration
(Trigonometric Integrals and Trigonometric Substitution)
lecture04.pdf worksheet04.pdf lecture04.tex
worksheet04.tex
Fig_4_1.pdf
Section 5.7. Additional Techniques of Integration
(Partial Fractions)
lecture05.pdf worksheet05.pdf lecture05.tex
worksheet05.tex
Section 5.9. Approximate Integration lecture06.pdf worksheet06.pdf lecture06.tex
worksheet06.tex
Section 5.10. Improper Integrals lecture07.pdf worksheet07.pdf lecture07.tex
worksheet07.tex
Section 6.1. More about Areas lecture08.pdf worksheet08.pdf lecture08.tex
worksheet08.tex
Section 6.2. Volumes lecture09.pdf worksheet09.pdf lecture09.tex
worksheet09.tex
Applying the Definite Integral: Slice and Conquer (Notes) lecture10.pdf worksheet10.pdf lecture10.tex
worksheet10.tex
Section 6.3. Arc Length
Section 6.4. Average Value of a Function
lecture11.pdf worksheet11.pdf lecture11.tex
worksheet11.tex
Fig_11_1.pdf
Section 6.5. Applications to Physics and Engineering (Work) lecture12.pdf worksheet12.pdf lecture12.tex
worksheet12.tex
Section 8.1. Sequences lecture13.pdf worksheet13.pdf lecture13.tex
worksheet13.tex
Section 8.2. Series
(Geometric Series)
lecture14.pdf worksheet14.pdf lecture14.tex
worksheet14.tex
Section 8.2. Series
(Definition and Properties)
lecture15.pdf worksheet15.pdf lecture15.tex
worksheet15.tex
Section 8.3. The Integral and Comparison Tests; Estimating Sums
(The Integral Test and p-series)
lecture16.pdf worksheet16.pdf lecture16.tex
worksheet16.tex
Section 8.3. The Integral and Comparison Tests; Estimating Sums
(Comparison Tests)
lecture17.pdf worksheet17.pdf lecture17.tex
worksheet17.tex
Section 8.4. Other Convergence Tests
(Alternating Series, Absolute and Conditional Convergence)
lecture18.pdf worksheet18.pdf lecture18.tex
worksheet18.tex
Section 8.4. Other Convergence Tests
(The Ratio Test)
lecture19.pdf worksheet19.pdf lecture19.tex
worksheet19.tex
Strategies for Determining Convergence and Divergence of a Series lecture20.pdf worksheet20.pdf lecture20.tex
worksheet20.tex
Section 8.5. Power Series lecture21.pdf worksheet21.pdf lecture21.tex
worksheet21.tex
Section 8.6. Representations of Functions by Power Series lecture22.pdf worksheet22.pdf lecture22.tex
worksheet22.tex
Section 8.7. Taylor and Maclaurin Series (I) lecture23.pdf worksheet23.pdf lecture23.tex
worksheet23.tex
Section 8.7. Taylor and Maclaurin Series (II) lecture24.pdf worksheet24.pdf lecture24.tex
worksheet24.tex
Section 8.9. Applications of Taylor Polynomials lecture25.pdf worksheet25.pdf lecture25.tex
worksheet25.tex
Modeling with Differential Equations lecture26.pdf   lecture26.tex
Fig_26_1.pdf
Fig_26_2.pdf
Fig_26_3.pdf
Fig_26_4.pdf
Fig_26_5.pdf
Solutions to Differential Equations lecture27.pdf worksheet27.pdf lecture27.tex
worksheet27.tex
Fig_27_1.pdf
Fig_27_2.pdf
Fig_27_3.pdf
Fig_27_4.pdf
Fig_27_5.pdf
Qualitative Analysis of dy/dt = f(y) lecture28.pdf   lecture28.tex
Solving Separable First-Order Differential Equations lecture29.pdf   lecture29.tex
First-Order Linear Differential Equations lecture30.pdf   lecture30.tex
Systems of Differential Equations (I) lecture31.pdf   lecture31.tex
Fig_31_1.pdf
Fig_31_2.pdf
Fig_31_3.pdf
Fig_31_4.pdf
Systems of Differential Equations (II) lecture32.pdf   lecture32.tex
Second-Order Homogeneous Differential Equations with Constant Coefficients (I)
Appendix I. Complex Numbers
lecture33.pdf worksheet33.pdf lecture33.tex
worksheet33.tex
Fig_33_1.pdf
Second-Order Homogeneous Differential Equations with Constant Coefficients (II) lecture34.pdf worksheet34.pdf lecture34.tex
worksheet34.tex



April 16, 2006