In this video we go over the limit definition of finding the slope of the tangent line to a curve at a given point, average rate of change vs. instantaneous rate of change, and how that coincides with the derivative of a function. Discussion of the existence of the derivative, and conditions that result in the derivative not existing at point.

Want more practice finding the derivative using the limit definition? Here you go:
   • Finding the Derivative Using the Limi...  

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Calculus 1 Video Lectures:
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Calculus 2 Lecture Videos on Integration:
Integration by parts:    • Calculus 2: Integration by Parts (Vid...  
Tabular Integration:    • Integration by Parts  Tabular Method...  
Trigonometric integrals:    • Calculus 2: Trigonometric Integrals (...  
Trigonometric Substitution:    • Calculus 2: Trigonometric Substitutio...  
Partial Fraction Decomposition:    • Calculus 2: Integration of Rational F...  
Strategy for Integration:    • Calculus 2: Strategy for Integration ...  
Improper Integrals:    • Calculus 2: Improper Integrals (Video...  
L'Hospital's Rule:    • Calculus 1: L'Hospital's Rule (Sectio...  
More on L'Hospital's Rule:    • L'Hospital's Rule | When to Use It? H...  

Trig Review:
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Trig Identities:    • Precalculus: Trigonometric Identities...  
Sum and Difference Formulas:    • Precalculus: Sum and Difference Formu...  
Double Angle & HalfAngle Formulas:    • Precalculus: The DoubleAngle and Hal...  

Calculus 3 Video Lectures:
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