Calculus

5:29

Understanding Differentiation Part 1: The Slope of a Tangent LineProfessor Dave Explains

5:31

Understanding Differentiation Part 2: Rates of ChangeProfessor Dave Explains

12:49

Limits and Limit Laws in CalculusProfessor Dave Explains

10:05

What is a Derivative? Deriving the Power RuleProfessor Dave Explains

11:53

Derivatives of Polynomial Functions: Power Rule, Product Rule, and Quotient RuleProfessor Dave Explains

7:57

Derivatives of Trigonometric FunctionsProfessor Dave Explains

12:29

Derivatives of Composite Functions: The Chain RuleProfessor Dave Explains

8:41

Derivatives of Logarithmic and Exponential FunctionsProfessor Dave Explains

11:45

Implicit DifferentiationProfessor Dave Explains

7:29

Higher Derivatives and Their ApplicationsProfessor Dave Explains

8:53

Related Rates in CalculusProfessor Dave Explains

6:17

Finding Local Maxima and Minima by DifferentiationProfessor Dave Explains

13:06

Graphing Functions and Their DerivativesProfessor Dave Explains

10:55

Optimization Problems in CalculusProfessor Dave Explains

9:12

Understanding Limits and L'Hospital's RuleProfessor Dave Explains

8:18

What is Integration? Finding the Area Under a CurveProfessor Dave Explains

9:38

The Fundamental Theorem of Calculus: Redefining IntegrationProfessor Dave Explains

9:48

Properties of Integrals and Evaluating Definite IntegralsProfessor Dave Explains

10:44

Evaluating Indefinite IntegralsProfessor Dave Explains

7:32

Evaluating Integrals With Trigonometric FunctionsProfessor Dave Explains

10:40

Integration Using The Substitution RuleProfessor Dave Explains

13:17

Integration By PartsProfessor Dave Explains

15:55

Integration By Trigonometric SubstitutionProfessor Dave Explains

16:13

Advanced Strategy for Integration in CalculusProfessor Dave Explains

12:24

Evaluating Improper IntegralsProfessor Dave Explains

7:52

Finding the Area Between Two Curves by IntegrationProfessor Dave Explains

11:20

Calculating the Volume of a Solid of Revolution by IntegrationProfessor Dave Explains

7:40

Calculating Volume by Cylindrical ShellsProfessor Dave Explains

7:24

The Mean Value Theorem For Integrals: Average Value of a FunctionProfessor Dave Explains

9:40

Convergence and Divergence: The Return of Sequences and SeriesProfessor Dave Explains

9:56

Estimating Sums Using the Integral Test and Comparison TestProfessor Dave Explains

12:08

Alternating Series, Types of Convergence, and the Ratio TestProfessor Dave Explains

6:48

Power SeriesProfessor Dave Explains

9:34

Taylor and Maclaurin SeriesProfessor Dave Explains