Young, Kelley
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- Welcome
- Class Calendars
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Resources
- Precalculus Topics
- Limits, Continuity, and Asymptotes
- Introduction to Derivatives
- Introduction to Antiderivatives
- Derivative and Integral Methods
- Characteristics of Curves
- Riemann and Trapezoidal Sums, Definite Integrals, and Average Value
- Improper Integrals, L'Hopital's Rule, and Second Fundamental Theorem
- Implicit Differentiation and Related Rates
- Parametric Equations and Vectors
- Integration by Parts and Partial Fractions
- Differential Equations: Exponential and Logistic Growth
- The Geometry of Calculus
- Polar Derivatives and Area
- Convergence and Divergence of Series
- Taylor and Maclaurin Polynomials and Series
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The videos embedded below are provided to offer support for this course. They are in the following order.Attributes of Functions
- Attributes of Functions Graph 1 Part 1
- Attributes of Functions Graph 1 Part 2
- Attributes of Functions Graph 2
Introduction to LimitsProperties of Limits- Properties of Limits Part I
- Properties of Limits Part II
Limits Analytically- Limits Analytically Part I: Factoring
- Limits Analytically Part II: Delta x
- Limits Analytically Part III: Conjugates
Vertical Asymptotes and One-Sided Limits- Vertical Asymptotes Part I
- Vertical Asymptotes Part II
- Vertical Asymptotes Part III
Horizontal and Oblique (Slant) Asymptotes- Horizontal Asymptotes 1
- Horizontal Asymptotes 2
- Horizontal Asymptotes 3
- Horizontal Asymptotes 4
- Oblique Asymptotes 1
- Oblique Asymptotes 2
Formal Definition of ContinuityIntermediate Value Theorem- For a really good, conceptual explanation of the Intermediate Value Theorem, google "Calculus Phobe."
Attributes of FunctionsProperties of LimitsLimits Analytically
Vertical Asymptotes and One-Sided LimitsHorizontal and Oblique (Slant) AsymptotesFormal Definition of Continuity
