Calculus II CD #1

Class #01:  Overview of Sections 6.1-6.3

Class #02:   Finding Antiderivatives Graphically and Analytically

Class #03:    Integrals and differential equations

Class #04:   2d Fundamental Theorem, integration by substitution  

Class #05:   2d Fundamental Theorem

Class #06:   Uniform acceleration and Differential Equations

Class #07:  Integration by Substitution, Integration by Parts

Class #08:  Integration by Substitution, Integration by Parts

Class #09:   Integration by Parts

Calculus II Cd #2

#10:   Integration Techniques

#11:   Integration by Tables

#12:   Integration by Approximation I:  Left, Right, Midpoint, Trapezoidal Rules

#13: Integration by Approximation II:   Simpson's Rule; Errors of Various Techniques

#14:   Improper Integrals

#15:   Improper Integrals

#16:   Improper Integrals

Calculus II CD #3

#17:    Applications to Physics

#18:    Applications to Physics

#19:    Introduction to Probability Distributions

#20:   More Applications to Physics; Taylor Series

#21:    Probability Distribution Functions

#22:    Review of Geometry of Integration

Calculus II CD #4

#23:   Taylor Polynomials

#24:  Taylor Series

#25:  Applying Taylor Polynomials

#26:   Geometric Series, Taylor Polynomials

#27:   Finding Taylor Polynomials

Calculus II CD #5

#28:    Convergence; Taylor Series Error

#29:    Convergence of Series

#30:    Sequences, Series, Error Terms

#31:    Differential Equations

#32:    Taylor Polynomial; Logistic Equation

#33:    Setting Up Differential Equations

Calculus II CD #6

#34:    Bottle Rocket

#35:    Applying Differential Equations

#36:    Convergence of Sequences; Damped Harmonic Motion

#37:    Some Applications of Differential Equations

#38:    Damped Harmonic Motion

Calculus II, CD #7

#39:    A Fourier Series

#40:    Phase Plane Interpretation of Systems