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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This is a Google Slide presentation showing the rules for finding derivatives and integrals. You can view it here or on your phone to help you review.The videos embedded below are provided to offer support for this course. They are in the following order.
The Chain Rule (Derivatives)
- The Chain Rule
u-Substitution (Integrals)- u-Substitution Part 1
- u-Substitution Part 2
- u-Substitution Part 3
Exponential and Logarithmic Functions- Derivatives with Exponential Functions
- Integrals with Exponential Functions Part 1
- Integrals with Exponential Functions Part 2
- Derivatives Involving Logarithms Part 1
- Derivatives Involving Logarithms Part 2
- Integrals Involving Logarithms
The Product and Quotient Rules (Derivatives)- Derivation of Product and Quotient Rules
- Product Rule
- Quotient Rule
- Product, Quotient, and Chain Rules Numerically
The Chain Rule (Derivatives)
u-Substitution (Integrals)
Exponential Functions
Logarithmic Functions
The Product and Quotient Rules (Derivatives)
